img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 31.77437% |
| ghc-7.0.1-O | 100.04189% | 10.66215% | 31.90185% |
| ghc-7.0.1-O2 | 101.82857% | 6.20750% | 32.59242% |
| ghc-7.0.1-Odph | 98.85555% | 6.88909% | 31.54693% |
| ghc-7.2.1 | 95.60913% | 7.77134% | 31.39737% |
| ghc-7.2.1-O | 96.59010% | 9.17158% | 32.00604% |
| ghc-7.2.1-O2 | 100.42109% | 9.16102% | 32.32774% |
| ghc-7.2.1-Odph | 97.89637% | 6.95620% | 31.92913% |
| ghc-7.4.1 | 98.92658% | 7.23461% | 31.74735% |
| ghc-7.4.1-O | 97.90996% | 8.80652% | 31.56250% |
| ghc-7.4.1-O2 | 102.58436% | 9.20558% | 32.02430% |
| ghc-7.4.1-Odph | 99.76810% | 7.21172% | 30.62098% |
| ghc-7.6.1 | 97.12532% | 9.09215% | 32.18546% |
| ghc-7.6.1-O | 96.32214% | 8.60332% | 31.44726% |
| ghc-7.6.1-O2 | 98.96920% | 8.66016% | 31.10561% |
| ghc-7.6.1-Odph | 102.08499% | 9.96587% | 31.89511% |
| ghc-7.8.1 | 91.00639% | 9.38120% | 32.14248% |
| ghc-7.8.1-O | 90.79321% | 7.87171% | 32.49100% |
| ghc-7.8.1-O2 | 94.74204% | 8.40692% | 32.49410% |
| ghc-7.8.1-Odph | 91.61459% | 7.82993% | 31.89070% |
| ghc-7.10.1 | 88.30637% | 6.84869% | 32.47733% |
| ghc-7.10.1-O | 88.93338% | 6.85823% | 33.18151% |
| ghc-7.10.1-O2 | 91.39313% | 9.52952% | 31.37100% |
| ghc-7.10.1-Odph | 87.57061% | 5.86825% | 30.79975% |
| ghc-8.0.1 | 86.28850% | 7.22753% | 29.78081% |
| ghc-8.0.1-O | 88.97120% | 9.27539% | 32.35346% |
| ghc-8.0.1-O2 | 89.85905% | 7.38254% | 33.84309% |
| ghc-8.0.1-Odph | 88.30389% | 8.19417% | 30.91933% |
csv
Seperated by entropy
The following shows the summary including only the lower or the upper half of programs
(per category),
regarding the entropy of their files. This entropy is measured by taking the length of the
gnu zipped program code length. Programs with lower entropy should be simpler than programs
with higher entropy.
If the number of programs is uneven in a category, then one program belongs to the upper and
the lower half.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 32.46509% |
| ghc-7.0.1-O | 100.53914% | 10.30462% | 31.60902% |
| ghc-7.0.1-O2 | 101.54222% | 4.80776% | 33.04887% |
| ghc-7.0.1-Odph | 99.96774% | 5.48886% | 31.59900% |
| ghc-7.2.1 | 96.75591% | 8.07066% | 31.40944% |
| ghc-7.2.1-O | 95.31435% | 7.36260% | 32.47248% |
| ghc-7.2.1-O2 | 102.11391% | 9.24332% | 32.34621% |
| ghc-7.2.1-Odph | 97.77215% | 7.60660% | 32.41686% |
| ghc-7.4.1 | 101.80286% | 5.50888% | 32.06409% |
| ghc-7.4.1-O | 98.75005% | 9.52125% | 31.57692% |
| ghc-7.4.1-O2 | 102.86729% | 10.30664% | 31.42115% |
| ghc-7.4.1-Odph | 99.80426% | 8.02102% | 30.23118% |
| ghc-7.6.1 | 98.02536% | 9.67216% | 31.99079% |
| ghc-7.6.1-O | 96.01105% | 8.24692% | 31.26373% |
| ghc-7.6.1-O2 | 97.05945% | 7.97829% | 30.68206% |
| ghc-7.6.1-Odph | 100.78976% | 10.78593% | 31.88667% |
| ghc-7.8.1 | 92.61708% | 8.86822% | 32.60894% |
| ghc-7.8.1-O | 91.53116% | 7.49199% | 32.42684% |
| ghc-7.8.1-O2 | 93.80619% | 8.86581% | 31.84071% |
| ghc-7.8.1-Odph | 91.61995% | 8.31247% | 31.73866% |
| ghc-7.10.1 | 88.53216% | 7.44303% | 32.61741% |
| ghc-7.10.1-O | 88.48066% | 7.54029% | 33.06967% |
| ghc-7.10.1-O2 | 91.43961% | 10.20475% | 31.32061% |
| ghc-7.10.1-Odph | 88.76449% | 5.56074% | 31.30010% |
| ghc-8.0.1 | 85.72401% | 6.04061% | 30.10305% |
| ghc-8.0.1-O | 89.20008% | 9.02408% | 31.99629% |
| ghc-8.0.1-O2 | 89.90233% | 7.59979% | 33.01201% |
| ghc-8.0.1-Odph | 89.53821% | 7.50459% | 32.04996% |
csv
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 31.42120% |
| ghc-7.0.1-O | 101.11389% | 11.88628% | 31.30545% |
| ghc-7.0.1-O2 | 102.47407% | 6.32824% | 32.74917% |
| ghc-7.0.1-Odph | 99.05201% | 6.76376% | 31.49845% |
| ghc-7.2.1 | 94.90127% | 8.07789% | 31.01048% |
| ghc-7.2.1-O | 95.87930% | 10.20552% | 31.32434% |
| ghc-7.2.1-O2 | 100.01713% | 10.18241% | 31.81912% |
| ghc-7.2.1-Odph | 98.39323% | 7.09667% | 32.07693% |
| ghc-7.4.1 | 97.78494% | 7.50261% | 31.59356% |
| ghc-7.4.1-O | 97.49340% | 9.46805% | 32.02862% |
| ghc-7.4.1-O2 | 103.37299% | 10.31992% | 32.39521% |
| ghc-7.4.1-Odph | 99.40196% | 6.70803% | 30.16692% |
| ghc-7.6.1 | 95.77771% | 9.42596% | 31.66034% |
| ghc-7.6.1-O | 97.91861% | 8.79133% | 31.42874% |
| ghc-7.6.1-O2 | 99.19824% | 9.39351% | 31.22737% |
| ghc-7.6.1-Odph | 102.65902% | 11.13961% | 31.89777% |
| ghc-7.8.1 | 89.59495% | 7.86116% | 31.67866% |
| ghc-7.8.1-O | 91.02216% | 8.84286% | 32.58714% |
| ghc-7.8.1-O2 | 94.46654% | 9.23272% | 32.90291% |
| ghc-7.8.1-Odph | 91.22364% | 8.54666% | 31.58804% |
| ghc-7.10.1 | 87.92368% | 7.53207% | 31.45904% |
| ghc-7.10.1-O | 88.90962% | 6.95691% | 33.10144% |
| ghc-7.10.1-O2 | 91.15555% | 9.28409% | 31.91864% |
| ghc-7.10.1-Odph | 86.96904% | 6.39421% | 30.35765% |
| ghc-8.0.1 | 87.27450% | 7.94757% | 30.11444% |
| ghc-8.0.1-O | 88.37279% | 10.48464% | 32.20874% |
| ghc-8.0.1-O2 | 89.43955% | 7.97975% | 33.94090% |
| ghc-8.0.1-Odph | 88.16986% | 8.60559% | 30.48067% |
csv
binarytrees
Program: '1'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 29.95552% |
| ghc-7.0.1-O | 101.20418% | 0.00000% | 25.21016% |
| ghc-7.0.1-O2 | 105.30165% | 0.00000% | 36.43757% |
| ghc-7.0.1-Odph | 104.81685% | 0.00000% | 27.19765% |
| ghc-7.2.1 | 94.66915% | 0.00000% | 28.24595% |
| ghc-7.2.1-O | 98.45374% | 0.00000% | 31.42705% |
| ghc-7.2.1-O2 | 99.64699% | 0.00000% | 30.73143% |
| ghc-7.2.1-Odph | 112.18010% | 0.00000% | 33.49761% |
| ghc-7.4.1 | 100.49272% | 0.00000% | 31.22645% |
| ghc-7.4.1-O | 104.84360% | 0.00000% | 35.06487% |
| ghc-7.4.1-O2 | 107.62022% | 0.00000% | 29.18355% |
| ghc-7.4.1-Odph | 102.82748% | 0.00000% | 31.65362% |
| ghc-7.6.1 | 99.31271% | 0.00000% | 33.30389% |
| ghc-7.6.1-O | 99.41556% | 0.00000% | 28.26589% |
| ghc-7.6.1-O2 | 99.66217% | 0.00000% | 31.59125% |
| ghc-7.6.1-Odph | 103.84934% | 0.00000% | 33.23542% |
| ghc-7.8.1 | 97.84555% | 0.00000% | 33.13202% |
| ghc-7.8.1-O | 95.87440% | 0.00000% | 35.48068% |
| ghc-7.8.1-O2 | 96.14808% | 0.00000% | 28.36841% |
| ghc-7.8.1-Odph | 93.56782% | 0.00000% | 28.21792% |
| ghc-7.10.1 | 95.24569% | 0.00000% | 33.51413% |
| ghc-7.10.1-O | 91.35771% | 0.00000% | 29.52032% |
| ghc-7.10.1-O2 | 90.92354% | 0.00000% | 34.44998% |
| ghc-7.10.1-Odph | 92.09941% | 0.00000% | 29.59519% |
| ghc-8.0.1 | 87.96819% | 0.00000% | 30.09090% |
| ghc-8.0.1-O | 83.61854% | 0.00000% | 24.05684% |
| ghc-8.0.1-O2 | 95.63228% | 0.00000% | 30.73975% |
| ghc-8.0.1-Odph | 82.98671% | 0.00000% | 24.60636% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.08263 | 120.50122% | 100.00000% | 29.95552% | 36.09677% | 29.95552% | 1.11376 |
| ghc-7.0.1-O | 35 | 1.09566 | 121.95227% | 101.20418% | 25.21016% | 30.74436% | 25.51373% | 1.10239 |
| ghc-7.0.1-O2 | 35 | 1.14002 | 126.88977% | 105.30165% | 36.43757% | 46.23555% | 38.36937% | 0.87407 |
| ghc-7.0.1-Odph | 35 | 1.13477 | 126.30558% | 104.81685% | 27.19765% | 34.35215% | 28.50772% | 1.12130 |
| ghc-7.2.1 | 35 | 1.02491 | 114.07748% | 94.66915% | 28.24595% | 32.22226% | 26.74020% | 0.88178 |
| ghc-7.2.1-O | 35 | 1.06589 | 118.63795% | 98.45374% | 31.42705% | 37.28440% | 30.94110% | 0.85825 |
| ghc-7.2.1-O2 | 35 | 1.07880 | 120.07583% | 99.64699% | 30.73143% | 36.90102% | 30.62294% | 1.09701 |
| ghc-7.2.1-Odph | 35 | 1.21449 | 135.17839% | 112.18010% | 33.49761% | 45.28154% | 37.57766% | 1.12171 |
| ghc-7.4.1 | 35 | 1.08796 | 121.09495% | 100.49272% | 31.22645% | 37.81366% | 31.38031% | 1.09386 |
| ghc-7.4.1-O | 35 | 1.13506 | 126.33781% | 104.84360% | 35.06487% | 44.30019% | 36.76327% | 0.89076 |
| ghc-7.4.1-O2 | 35 | 1.16512 | 129.68368% | 107.62022% | 29.18355% | 37.84630% | 31.40740% | 1.11356 |
| ghc-7.4.1-Odph | 35 | 1.11324 | 123.90837% | 102.82748% | 31.65362% | 39.22148% | 32.54862% | 1.11092 |
| ghc-7.6.1 | 35 | 1.07518 | 119.67302% | 99.31271% | 33.30389% | 39.85577% | 33.07500% | 0.84170 |
| ghc-7.6.1-O | 35 | 1.07630 | 119.79695% | 99.41556% | 28.26589% | 33.86167% | 28.10069% | 1.10112 |
| ghc-7.6.1-O2 | 35 | 1.07897 | 120.09413% | 99.66217% | 31.59125% | 37.93923% | 31.48452% | 0.88186 |
| ghc-7.6.1-Odph | 35 | 1.12430 | 125.13972% | 103.84934% | 33.23542% | 41.59071% | 34.51477% | 1.04924 |
| ghc-7.8.1 | 35 | 1.05930 | 117.90508% | 97.84555% | 33.13202% | 39.06433% | 32.41821% | 0.82438 |
| ghc-7.8.1-O | 35 | 1.03796 | 115.52982% | 95.87440% | 35.48068% | 40.99077% | 34.01689% | 0.80108 |
| ghc-7.8.1-O2 | 35 | 1.04092 | 115.85961% | 96.14808% | 28.36841% | 32.86753% | 27.27568% | 0.83093 |
| ghc-7.8.1-Odph | 35 | 1.01299 | 112.75036% | 93.56782% | 28.21792% | 31.81580% | 26.40289% | 0.84334 |
| ghc-7.10.1 | 35 | 1.03115 | 114.77221% | 95.24569% | 33.51413% | 38.46491% | 31.92076% | 0.81679 |
| ghc-7.10.1-O | 35 | 0.98906 | 110.08715% | 91.35771% | 29.52032% | 32.49808% | 26.96909% | 0.81584 |
| ghc-7.10.1-O2 | 35 | 0.98436 | 109.56397% | 90.92354% | 34.44998% | 37.74476% | 31.32314% | 0.81164 |
| ghc-7.10.1-Odph | 35 | 0.99709 | 110.98091% | 92.09941% | 29.59519% | 32.84501% | 27.25699% | 0.80061 |
| ghc-8.0.1 | 35 | 0.95237 | 106.00274% | 87.96819% | 30.09090% | 31.89718% | 26.47042% | 0.79830 |
| ghc-8.0.1-O | 35 | 0.90528 | 100.76136% | 83.61854% | 24.05684% | 24.24000% | 20.11598% | 0.79029 |
| ghc-8.0.1-O2 | 35 | 1.03534 | 115.23807% | 95.63228% | 30.73975% | 35.42390% | 29.39713% | 0.87083 |
| ghc-8.0.1-Odph | 35 | 0.89844 | 100.00000% | 82.98671% | 24.60636% | 24.60636% | 20.42001% | 0.79971 |
csv
fannkuchredux
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 30.47978% |
| ghc-7.0.1-O | 98.47057% | 1.07061% | 31.88537% |
| ghc-7.0.1-O2 | 98.32552% | 5.13072% | 30.82895% |
| ghc-7.0.1-Odph | 97.28145% | 2.43634% | 31.09590% |
| ghc-7.2.1 | 96.76096% | 0.70093% | 31.12282% |
| ghc-7.2.1-O | 93.80854% | 3.34210% | 31.28382% |
| ghc-7.2.1-O2 | 97.78677% | 1.73122% | 31.94244% |
| ghc-7.2.1-Odph | 97.20847% | 2.40259% | 30.10119% |
| ghc-7.4.1 | 97.42420% | 5.24672% | 31.69053% |
| ghc-7.4.1-O | 91.34942% | 0.87872% | 28.79508% |
| ghc-7.4.1-O2 | 99.00519% | 0.65523% | 34.35702% |
| ghc-7.4.1-Odph | 103.00431% | 1.30667% | 31.71672% |
| ghc-7.6.1 | 96.94506% | 3.88168% | 34.69201% |
| ghc-7.6.1-O | 97.35541% | 2.19136% | 29.71110% |
| ghc-7.6.1-O2 | 104.66406% | 5.29875% | 32.94518% |
| ghc-7.6.1-Odph | 102.54495% | 0.30967% | 31.31270% |
| ghc-7.8.1 | 82.85228% | 1.27524% | 30.49133% |
| ghc-7.8.1-O | 86.03096% | 0.97758% | 30.36340% |
| ghc-7.8.1-O2 | 96.40861% | 6.63535% | 33.18742% |
| ghc-7.8.1-Odph | 89.11369% | 2.42003% | 32.11994% |
| ghc-7.10.1 | 87.71063% | 1.59617% | 33.16460% |
| ghc-7.10.1-O | 94.32159% | 0.74229% | 37.22456% |
| ghc-7.10.1-O2 | 94.18314% | 1.56415% | 34.95632% |
| ghc-7.10.1-Odph | 85.73790% | 5.08319% | 30.17935% |
| ghc-8.0.1 | 79.69573% | 2.68507% | 24.61164% |
| ghc-8.0.1-O | 88.30055% | 1.42043% | 33.44760% |
| ghc-8.0.1-O2 | 93.68741% | 3.95777% | 34.72589% |
| ghc-8.0.1-Odph | 78.90487% | 4.93024% | 22.07422% |
csv
Program: '1'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 31.34680% |
| ghc-7.0.1-O | 99.54118% | 0.00000% | 35.16045% |
| ghc-7.0.1-O2 | 93.19480% | 0.00000% | 32.33677% |
| ghc-7.0.1-Odph | 99.71780% | 0.00000% | 32.38670% |
| ghc-7.2.1 | 96.06003% | 0.00000% | 31.22562% |
| ghc-7.2.1-O | 97.15063% | 0.00000% | 33.84651% |
| ghc-7.2.1-O2 | 99.51799% | 0.00000% | 31.84564% |
| ghc-7.2.1-Odph | 94.80588% | 0.00000% | 32.49103% |
| ghc-7.4.1 | 102.67092% | 0.00000% | 31.25505% |
| ghc-7.4.1-O | 92.22815% | 0.00000% | 27.67406% |
| ghc-7.4.1-O2 | 99.66043% | 0.00000% | 32.23872% |
| ghc-7.4.1-Odph | 101.69764% | 0.00000% | 31.21016% |
| ghc-7.6.1 | 100.82675% | 0.00000% | 34.45584% |
| ghc-7.6.1-O | 95.16405% | 0.00000% | 27.82153% |
| ghc-7.6.1-O2 | 99.36531% | 0.00000% | 32.88708% |
| ghc-7.6.1-Odph | 102.23528% | 0.00000% | 32.33481% |
| ghc-7.8.1 | 81.57704% | 0.00000% | 30.72742% |
| ghc-7.8.1-O | 87.00854% | 0.00000% | 33.16892% |
| ghc-7.8.1-O2 | 89.77325% | 0.00000% | 30.07654% |
| ghc-7.8.1-Odph | 86.69366% | 0.00000% | 32.58525% |
| ghc-7.10.1 | 86.11446% | 0.00000% | 34.92862% |
| ghc-7.10.1-O | 93.57930% | 0.00000% | 38.63293% |
| ghc-7.10.1-O2 | 95.74729% | 0.00000% | 37.71823% |
| ghc-7.10.1-Odph | 90.82109% | 0.00000% | 33.82343% |
| ghc-8.0.1 | 82.38080% | 0.00000% | 29.30449% |
| ghc-8.0.1-O | 89.72097% | 0.00000% | 33.33746% |
| ghc-8.0.1-O2 | 97.64518% | 0.00000% | 37.28060% |
| ghc-8.0.1-Odph | 83.83511% | 0.00000% | 30.52124% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.15460 | 122.58351% | 100.00000% | 31.34680% | 38.42601% | 31.34680% | 1.10952 |
| ghc-7.0.1-O | 35 | 1.14931 | 122.02107% | 99.54118% | 35.16045% | 42.90315% | 34.99912% | 1.11444 |
| ghc-7.0.1-O2 | 35 | 1.07603 | 114.24146% | 93.19480% | 32.33677% | 36.94200% | 30.13619% | 0.83401 |
| ghc-7.0.1-Odph | 35 | 1.15134 | 122.23758% | 99.71780% | 32.38670% | 39.58872% | 32.29531% | 1.09917 |
| ghc-7.2.1 | 35 | 1.10911 | 117.75376% | 96.06003% | 31.22562% | 36.76934% | 29.99534% | 0.99825 |
| ghc-7.2.1-O | 35 | 1.12170 | 119.09066% | 97.15063% | 33.84651% | 40.30804% | 32.88210% | 1.09248 |
| ghc-7.2.1-O2 | 35 | 1.14904 | 121.99265% | 99.51799% | 31.84564% | 38.84934% | 31.69214% | 1.11996 |
| ghc-7.2.1-Odph | 35 | 1.09463 | 116.21638% | 94.80588% | 32.49103% | 37.75990% | 30.80341% | 1.09522 |
| ghc-7.4.1 | 35 | 1.18544 | 125.85763% | 102.67092% | 31.25505% | 39.33686% | 32.08985% | 1.12471 |
| ghc-7.4.1-O | 35 | 1.06487 | 113.05650% | 92.22815% | 27.67406% | 31.28732% | 25.52327% | 1.10151 |
| ghc-7.4.1-O2 | 35 | 1.15068 | 122.16725% | 99.66043% | 32.23872% | 39.38516% | 32.12924% | 1.09939 |
| ghc-7.4.1-Odph | 35 | 1.17420 | 124.66454% | 101.69764% | 31.21016% | 38.90800% | 31.74000% | 1.12329 |
| ghc-7.6.1 | 35 | 1.16415 | 123.59697% | 100.82675% | 34.45584% | 42.58637% | 34.74070% | 1.10700 |
| ghc-7.6.1-O | 35 | 1.09877 | 116.65543% | 95.16405% | 27.82153% | 32.45533% | 26.47609% | 1.10350 |
| ghc-7.6.1-O2 | 35 | 1.14727 | 121.80548% | 99.36531% | 32.88708% | 40.05827% | 32.67835% | 1.11750 |
| ghc-7.6.1-Odph | 35 | 1.18041 | 125.32360% | 102.23528% | 32.33481% | 40.52314% | 33.05758% | 1.12459 |
| ghc-7.8.1 | 35 | 0.94189 | 100.00000% | 81.57704% | 30.72742% | 30.72742% | 25.06652% | 0.79494 |
| ghc-7.8.1-O | 35 | 1.00460 | 106.65812% | 87.00854% | 33.16892% | 35.37735% | 28.85979% | 0.79656 |
| ghc-7.8.1-O2 | 35 | 1.03652 | 110.04721% | 89.77325% | 30.07654% | 33.09840% | 27.00069% | 0.81797 |
| ghc-7.8.1-Odph | 35 | 1.00097 | 106.27213% | 86.69366% | 32.58525% | 34.62904% | 28.24935% | 0.80411 |
| ghc-7.10.1 | 35 | 0.99428 | 105.56213% | 86.11446% | 34.92862% | 36.87140% | 30.07859% | 0.79746 |
| ghc-7.10.1-O | 35 | 1.08047 | 114.71279% | 93.57930% | 38.63293% | 44.31692% | 36.15243% | 0.80696 |
| ghc-7.10.1-O2 | 35 | 1.10550 | 117.37039% | 95.74729% | 37.71823% | 44.27003% | 36.11418% | 0.83139 |
| ghc-7.10.1-Odph | 35 | 1.04862 | 111.33168% | 90.82109% | 33.82343% | 37.65620% | 30.71881% | 0.84093 |
| ghc-8.0.1 | 35 | 0.95117 | 100.98528% | 82.38080% | 29.30449% | 29.59322% | 24.14127% | 0.81967 |
| ghc-8.0.1-O | 35 | 1.03592 | 109.98312% | 89.72097% | 33.33746% | 36.66558% | 29.91070% | 0.83509 |
| ghc-8.0.1-O2 | 35 | 1.12741 | 119.69689% | 97.64518% | 37.28060% | 44.62372% | 36.40271% | 0.87155 |
| ghc-8.0.1-Odph | 35 | 0.96796 | 102.76802% | 83.83511% | 30.52124% | 31.36607% | 25.58751% | 0.80364 |
csv
Program: '3'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 29.61275% |
| ghc-7.0.1-O | 97.39997% | 0.00000% | 28.61030% |
| ghc-7.0.1-O2 | 103.45624% | 0.00000% | 29.32112% |
| ghc-7.0.1-Odph | 94.84511% | 0.00000% | 29.80509% |
| ghc-7.2.1 | 97.46188% | 0.00000% | 31.02003% |
| ghc-7.2.1-O | 90.46644% | 0.00000% | 28.72112% |
| ghc-7.2.1-O2 | 96.05555% | 0.00000% | 32.03924% |
| ghc-7.2.1-Odph | 99.61106% | 0.00000% | 27.71136% |
| ghc-7.4.1 | 92.17748% | 0.00000% | 32.12602% |
| ghc-7.4.1-O | 90.47070% | 0.00000% | 29.91610% |
| ghc-7.4.1-O2 | 98.34996% | 0.00000% | 36.47531% |
| ghc-7.4.1-Odph | 104.31098% | 0.00000% | 32.22329% |
| ghc-7.6.1 | 93.06338% | 0.00000% | 34.92817% |
| ghc-7.6.1-O | 99.54678% | 0.00000% | 31.60068% |
| ghc-7.6.1-O2 | 109.96281% | 0.00000% | 33.00329% |
| ghc-7.6.1-Odph | 102.85461% | 0.00000% | 30.29059% |
| ghc-7.8.1 | 84.12752% | 0.00000% | 30.25524% |
| ghc-7.8.1-O | 85.05338% | 0.00000% | 27.55789% |
| ghc-7.8.1-O2 | 103.04396% | 0.00000% | 36.29830% |
| ghc-7.8.1-Odph | 91.53372% | 0.00000% | 31.65463% |
| ghc-7.10.1 | 89.30681% | 0.00000% | 31.40057% |
| ghc-7.10.1-O | 95.06388% | 0.00000% | 35.81620% |
| ghc-7.10.1-O2 | 92.61899% | 0.00000% | 32.19440% |
| ghc-7.10.1-Odph | 80.65471% | 0.00000% | 26.53526% |
| ghc-8.0.1 | 77.01065% | 0.00000% | 19.91878% |
| ghc-8.0.1-O | 86.88012% | 0.00000% | 33.55774% |
| ghc-8.0.1-O2 | 89.72964% | 0.00000% | 32.17117% |
| ghc-8.0.1-Odph | 73.97464% | 0.00000% | 13.62721% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.15090 | 135.18147% | 100.00000% | 29.61275% | 40.03095% | 29.61275% | 1.11064 |
| ghc-7.0.1-O | 35 | 1.12098 | 131.66670% | 97.39997% | 28.61030% | 37.67024% | 27.86642% | 1.10538 |
| ghc-7.0.1-O2 | 35 | 1.19068 | 139.85366% | 103.45624% | 29.32112% | 41.00666% | 30.33453% | 1.13242 |
| ghc-7.0.1-Odph | 35 | 1.09157 | 128.21301% | 94.84511% | 29.80509% | 38.21400% | 28.26867% | 1.10128 |
| ghc-7.2.1 | 35 | 1.12169 | 131.75040% | 97.46188% | 31.02003% | 40.86902% | 30.23271% | 1.09078 |
| ghc-7.2.1-O | 35 | 1.04118 | 122.29386% | 90.46644% | 28.72112% | 35.12417% | 25.98298% | 0.87724 |
| ghc-7.2.1-O2 | 35 | 1.10550 | 129.84930% | 96.05555% | 32.03924% | 41.60272% | 30.77546% | 0.88965 |
| ghc-7.2.1-Odph | 35 | 1.14642 | 134.65570% | 99.61106% | 27.71136% | 37.31492% | 27.60358% | 1.12176 |
| ghc-7.4.1 | 35 | 1.06087 | 124.60687% | 92.17748% | 32.12602% | 40.03122% | 29.61295% | 0.86679 |
| ghc-7.4.1-O | 35 | 1.04123 | 122.29962% | 90.47070% | 29.91610% | 36.58727% | 27.06530% | 0.87135 |
| ghc-7.4.1-O2 | 35 | 1.13191 | 132.95092% | 98.34996% | 36.47531% | 48.49427% | 35.87346% | 1.11707 |
| ghc-7.4.1-Odph | 35 | 1.20051 | 141.00912% | 104.31098% | 32.22329% | 45.43778% | 33.61243% | 1.12855 |
| ghc-7.6.1 | 35 | 1.07107 | 125.80444% | 93.06338% | 34.92817% | 43.94119% | 32.50534% | 0.80405 |
| ghc-7.6.1-O | 35 | 1.14568 | 134.56879% | 99.54678% | 31.60068% | 42.52465% | 31.45746% | 1.10133 |
| ghc-7.6.1-O2 | 35 | 1.26556 | 148.64934% | 109.96281% | 33.00329% | 49.05917% | 36.29134% | 1.15062 |
| ghc-7.6.1-Odph | 35 | 1.18375 | 139.04038% | 102.85461% | 30.29059% | 42.11615% | 31.15527% | 1.11904 |
| ghc-7.8.1 | 35 | 0.96822 | 113.72482% | 84.12752% | 30.25524% | 34.40772% | 25.45299% | 0.79826 |
| ghc-7.8.1-O | 35 | 0.97888 | 114.97641% | 85.05338% | 27.55789% | 31.68507% | 23.43892% | 0.80129 |
| ghc-7.8.1-O2 | 35 | 1.18593 | 139.29634% | 103.04396% | 36.29830% | 50.56220% | 37.40321% | 1.10754 |
| ghc-7.8.1-Odph | 35 | 1.05346 | 123.73663% | 91.53372% | 31.65463% | 39.16837% | 28.97466% | 0.82152 |
| ghc-7.10.1 | 35 | 1.02783 | 120.72625% | 89.30681% | 31.40057% | 37.90874% | 28.04285% | 0.81117 |
| ghc-7.10.1-O | 35 | 1.09409 | 128.50875% | 95.06388% | 35.81620% | 46.02695% | 34.04827% | 0.85302 |
| ghc-7.10.1-O2 | 35 | 1.06595 | 125.20371% | 92.61899% | 32.19440% | 40.30858% | 29.81813% | 0.81393 |
| ghc-7.10.1-Odph | 35 | 0.92825 | 109.03022% | 80.65471% | 26.53526% | 28.93146% | 21.40194% | 0.80593 |
| ghc-8.0.1 | 35 | 0.88631 | 104.10413% | 77.01065% | 19.91878% | 20.73628% | 15.33959% | 0.80124 |
| ghc-8.0.1-O | 35 | 0.99990 | 117.44583% | 86.88012% | 33.55774% | 39.41217% | 29.15501% | 0.81948 |
| ghc-8.0.1-O2 | 35 | 1.03270 | 121.29785% | 89.72964% | 32.17117% | 39.02294% | 28.86708% | 0.82237 |
| ghc-8.0.1-Odph | 35 | 0.85137 | 100.00000% | 73.97464% | 13.62721% | 13.62721% | 10.08068% | 0.80072 |
csv
fasta
Program: '1'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 24.89461% |
| ghc-7.0.1-O | 114.07164% | 0.00000% | 28.59609% |
| ghc-7.0.1-O2 | 102.74506% | 0.00000% | 30.58117% |
| ghc-7.0.1-Odph | 101.10633% | 0.00000% | 33.78541% |
| ghc-7.2.1 | 103.01327% | 0.00000% | 31.27044% |
| ghc-7.2.1-O | 104.52957% | 0.00000% | 32.66546% |
| ghc-7.2.1-O2 | 107.16817% | 0.00000% | 30.24731% |
| ghc-7.2.1-Odph | 108.05043% | 0.00000% | 33.21763% |
| ghc-7.4.1 | 103.92786% | 0.00000% | 29.69301% |
| ghc-7.4.1-O | 104.79273% | 0.00000% | 35.26769% |
| ghc-7.4.1-O2 | 117.13384% | 0.00000% | 31.80458% |
| ghc-7.4.1-Odph | 101.52031% | 0.00000% | 28.80456% |
| ghc-7.6.1 | 103.33047% | 0.00000% | 29.12939% |
| ghc-7.6.1-O | 106.60454% | 0.00000% | 32.15865% |
| ghc-7.6.1-O2 | 114.60715% | 0.00000% | 30.86491% |
| ghc-7.6.1-Odph | 119.26793% | 0.00000% | 34.82185% |
| ghc-7.8.1 | 90.62252% | 0.00000% | 25.29351% |
| ghc-7.8.1-O | 102.02279% | 0.00000% | 35.59746% |
| ghc-7.8.1-O2 | 107.95912% | 0.00000% | 36.58237% |
| ghc-7.8.1-Odph | 95.29430% | 0.00000% | 34.99351% |
| ghc-7.10.1 | 92.45713% | 0.00000% | 29.72405% |
| ghc-7.10.1-O | 99.64392% | 0.00000% | 35.46523% |
| ghc-7.10.1-O2 | 108.26974% | 0.00000% | 33.83147% |
| ghc-7.10.1-Odph | 92.87876% | 0.00000% | 28.77783% |
| ghc-8.0.1 | 93.89088% | 0.00000% | 29.92746% |
| ghc-8.0.1-O | 101.83895% | 0.00000% | 36.51756% |
| ghc-8.0.1-O2 | 99.81546% | 0.00000% | 35.05254% |
| ghc-8.0.1-Odph | 100.91042% | 0.00000% | 33.86998% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.04487 | 110.34785% | 100.00000% | 24.89461% | 27.47067% | 24.89461% | 1.11245 |
| ghc-7.0.1-O | 35 | 1.19190 | 125.87560% | 114.07164% | 28.59609% | 35.99550% | 32.62003% | 1.12357 |
| ghc-7.0.1-O2 | 35 | 1.07355 | 113.37696% | 102.74506% | 30.58117% | 34.67200% | 31.42064% | 0.84519 |
| ghc-7.0.1-Odph | 35 | 1.05643 | 111.56866% | 101.10633% | 33.78541% | 37.69393% | 34.15919% | 0.82601 |
| ghc-7.2.1 | 35 | 1.07636 | 113.67293% | 103.01327% | 31.27044% | 35.54603% | 32.21270% | 0.89008 |
| ghc-7.2.1-O | 35 | 1.09220 | 115.34613% | 104.52957% | 32.66546% | 37.67835% | 34.14507% | 0.83143 |
| ghc-7.2.1-O2 | 35 | 1.11977 | 118.25777% | 107.16817% | 30.24731% | 35.76979% | 32.41549% | 1.11846 |
| ghc-7.2.1-Odph | 35 | 1.12899 | 119.23132% | 108.05043% | 33.21763% | 39.60582% | 35.89180% | 1.04352 |
| ghc-7.4.1 | 35 | 1.08591 | 114.68216% | 103.92786% | 29.69301% | 34.05259% | 30.85931% | 1.11477 |
| ghc-7.4.1-O | 35 | 1.09495 | 115.63653% | 104.79273% | 35.26769% | 40.78233% | 36.95797% | 0.82187 |
| ghc-7.4.1-O2 | 35 | 1.22390 | 129.25468% | 117.13384% | 31.80458% | 41.10891% | 37.25393% | 1.12247 |
| ghc-7.4.1-Odph | 35 | 1.06076 | 112.02548% | 101.52031% | 28.80456% | 32.26845% | 29.24248% | 1.12601 |
| ghc-7.6.1 | 35 | 1.07967 | 114.02295% | 103.33047% | 29.12939% | 33.21419% | 30.09954% | 1.10039 |
| ghc-7.6.1-O | 35 | 1.11388 | 117.63582% | 106.60454% | 32.15865% | 37.83009% | 34.28258% | 1.11089 |
| ghc-7.6.1-O2 | 35 | 1.19750 | 126.46652% | 114.60715% | 30.86491% | 39.03378% | 35.37340% | 1.11732 |
| ghc-7.6.1-Odph | 35 | 1.24620 | 131.60960% | 119.26793% | 34.82185% | 45.82889% | 41.53130% | 1.13089 |
| ghc-7.8.1 | 35 | 0.94689 | 100.00000% | 90.62252% | 25.29351% | 25.29351% | 22.92162% | 0.80644 |
| ghc-7.8.1-O | 35 | 1.06601 | 112.57995% | 102.02279% | 35.59746% | 40.07561% | 36.31752% | 0.80680 |
| ghc-7.8.1-O2 | 35 | 1.12803 | 119.13057% | 107.95912% | 36.58237% | 43.58079% | 39.49401% | 0.84473 |
| ghc-7.8.1-Odph | 35 | 0.99570 | 105.15521% | 95.29430% | 34.99351% | 36.79750% | 33.34682% | 0.81179 |
| ghc-7.10.1 | 35 | 0.96606 | 102.02446% | 92.45713% | 29.72405% | 30.32580% | 27.48200% | 0.80232 |
| ghc-7.10.1-O | 35 | 1.04115 | 109.95492% | 99.64392% | 35.46523% | 38.99577% | 35.33895% | 0.81317 |
| ghc-7.10.1-O2 | 35 | 1.13128 | 119.47333% | 108.26974% | 33.83147% | 40.41958% | 36.62924% | 0.91807 |
| ghc-7.10.1-Odph | 35 | 0.97046 | 102.48971% | 92.87876% | 28.77783% | 29.49431% | 26.72849% | 0.82330 |
| ghc-8.0.1 | 35 | 0.98104 | 103.60657% | 93.89088% | 29.92746% | 31.00681% | 28.09915% | 0.80803 |
| ghc-8.0.1-O | 35 | 1.06409 | 112.37709% | 101.83895% | 36.51756% | 41.03736% | 37.18909% | 0.81815 |
| ghc-8.0.1-O2 | 35 | 1.04294 | 110.14421% | 99.81546% | 35.05254% | 38.60835% | 34.98786% | 0.81196 |
| ghc-8.0.1-Odph | 35 | 1.05438 | 111.35248% | 100.91042% | 33.86998% | 37.71507% | 34.17835% | 0.84721 |
csv
mandelbrot
Program: '2'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 36.08479% |
| ghc-7.0.1-O | 91.23989% | 0.00000% | 35.96103% |
| ghc-7.0.1-O2 | 98.69402% | 0.00000% | 30.10267% |
| ghc-7.0.1-Odph | 95.22671% | 0.00000% | 36.07082% |
| ghc-7.2.1 | 84.05400% | 0.00000% | 32.16359% |
| ghc-7.2.1-O | 86.22506% | 0.00000% | 30.23818% |
| ghc-7.2.1-O2 | 90.27293% | 0.00000% | 33.72538% |
| ghc-7.2.1-Odph | 89.67647% | 0.00000% | 37.44806% |
| ghc-7.4.1 | 93.79593% | 0.00000% | 33.78458% |
| ghc-7.4.1-O | 90.04421% | 0.00000% | 26.90627% |
| ghc-7.4.1-O2 | 96.31171% | 0.00000% | 32.65722% |
| ghc-7.4.1-Odph | 84.17654% | 0.00000% | 30.17751% |
| ghc-7.6.1 | 89.02875% | 0.00000% | 33.10827% |
| ghc-7.6.1-O | 92.29837% | 0.00000% | 34.97432% |
| ghc-7.6.1-O2 | 86.71071% | 0.00000% | 31.55884% |
| ghc-7.6.1-Odph | 85.45351% | 0.00000% | 30.23507% |
| ghc-7.8.1 | 85.29356% | 0.00000% | 34.95585% |
| ghc-7.8.1-O | 77.29752% | 0.00000% | 28.21880% |
| ghc-7.8.1-O2 | 91.21751% | 0.00000% | 35.07194% |
| ghc-7.8.1-Odph | 81.12180% | 0.00000% | 30.60264% |
| ghc-7.10.1 | 85.41727% | 0.00000% | 34.25707% |
| ghc-7.10.1-O | 81.61488% | 0.00000% | 36.07284% |
| ghc-7.10.1-O2 | 83.04379% | 0.00000% | 33.64421% |
| ghc-7.10.1-Odph | 77.53920% | 0.00000% | 28.92424% |
| ghc-8.0.1 | 80.54579% | 0.00000% | 32.58415% |
| ghc-8.0.1-O | 79.15707% | 0.00000% | 29.77058% |
| ghc-8.0.1-O2 | 89.64226% | 0.00000% | 34.92297% |
| ghc-8.0.1-Odph | 75.98359% | 0.00000% | 25.41410% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.23441 | 131.60736% | 100.00000% | 36.08479% | 47.49023% | 36.08479% | 1.12519 |
| ghc-7.0.1-O | 35 | 1.12627 | 120.07841% | 91.23989% | 35.96103% | 43.18143% | 32.81080% | 0.90682 |
| ghc-7.0.1-O2 | 35 | 1.21828 | 129.88859% | 98.69402% | 30.10267% | 39.09993% | 29.70953% | 1.12925 |
| ghc-7.0.1-Odph | 35 | 1.17548 | 125.32536% | 95.22671% | 36.07082% | 45.20588% | 34.34905% | 1.09389 |
| ghc-7.2.1 | 35 | 1.03757 | 110.62125% | 84.05400% | 32.16359% | 35.57977% | 27.03478% | 0.87627 |
| ghc-7.2.1-O | 35 | 1.06437 | 113.47853% | 86.22506% | 30.23818% | 34.31384% | 26.07289% | 1.10369 |
| ghc-7.2.1-O2 | 35 | 1.11433 | 118.80582% | 90.27293% | 33.72538% | 40.06772% | 30.44489% | 0.87262 |
| ghc-7.2.1-Odph | 35 | 1.10697 | 118.02083% | 89.67647% | 37.44806% | 44.19651% | 33.58209% | 0.85105 |
| ghc-7.4.1 | 35 | 1.15782 | 123.44234% | 93.79593% | 33.78458% | 41.70448% | 31.68856% | 1.09612 |
| ghc-7.4.1-O | 35 | 1.11151 | 118.50480% | 90.04421% | 26.90627% | 31.88522% | 24.22754% | 1.10881 |
| ghc-7.4.1-O2 | 35 | 1.18888 | 126.75329% | 96.31171% | 32.65722% | 41.39410% | 31.45273% | 1.13147 |
| ghc-7.4.1-Odph | 35 | 1.03908 | 110.78252% | 84.17654% | 30.17751% | 33.43141% | 25.40238% | 0.86506 |
| ghc-7.6.1 | 35 | 1.09898 | 117.16839% | 89.02875% | 33.10827% | 38.79243% | 29.47588% | 0.85829 |
| ghc-7.6.1-O | 35 | 1.13934 | 121.47144% | 92.29837% | 34.97432% | 42.48382% | 32.28073% | 0.86647 |
| ghc-7.6.1-O2 | 35 | 1.07036 | 114.11768% | 86.71071% | 31.55884% | 36.01422% | 27.36490% | 0.91837 |
| ghc-7.6.1-Odph | 35 | 1.05484 | 112.46311% | 85.45351% | 30.23507% | 34.00331% | 25.83693% | 0.89855 |
| ghc-7.8.1 | 35 | 1.05287 | 112.25261% | 85.29356% | 34.95585% | 39.23885% | 29.81509% | 0.88867 |
| ghc-7.8.1-O | 35 | 0.95417 | 101.72923% | 77.29752% | 28.21880% | 28.70677% | 21.81243% | 0.79989 |
| ghc-7.8.1-O2 | 35 | 1.12599 | 120.04895% | 91.21751% | 35.07194% | 42.10350% | 31.99175% | 0.90648 |
| ghc-7.8.1-Odph | 35 | 1.00137 | 106.76226% | 81.12180% | 30.60264% | 32.67208% | 24.82542% | 0.82536 |
| ghc-7.10.1 | 35 | 1.05440 | 112.41541% | 85.41727% | 34.25707% | 38.51022% | 29.26145% | 0.81207 |
| ghc-7.10.1-O | 35 | 1.00746 | 107.41119% | 81.61488% | 36.07284% | 38.74626% | 29.44080% | 0.80266 |
| ghc-7.10.1-O2 | 35 | 1.02510 | 109.29175% | 83.04379% | 33.64421% | 36.77034% | 27.93943% | 0.82191 |
| ghc-7.10.1-Odph | 35 | 0.95715 | 102.04729% | 77.53920% | 28.92424% | 29.51641% | 22.42763% | 0.80416 |
| ghc-8.0.1 | 35 | 0.99426 | 106.00419% | 80.54579% | 32.58415% | 34.54056% | 26.24516% | 0.81656 |
| ghc-8.0.1-O | 35 | 0.97712 | 104.17653% | 79.15707% | 29.77058% | 31.01395% | 23.56552% | 0.79546 |
| ghc-8.0.1-O2 | 35 | 1.10655 | 117.97581% | 89.64226% | 34.92297% | 41.20066% | 31.30574% | 0.86452 |
| ghc-8.0.1-Odph | 35 | 0.93795 | 100.00000% | 75.98359% | 25.41410% | 25.41410% | 19.31055% | 0.80954 |
csv
meteor
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 32.14312% |
| ghc-7.0.1-O | 97.32510% | 9.20866% | 34.31306% |
| ghc-7.0.1-O2 | 101.92331% | 7.70290% | 32.46043% |
| ghc-7.0.1-Odph | 97.50357% | 9.45062% | 31.96256% |
| ghc-7.2.1 | 94.74451% | 7.02051% | 32.70094% |
| ghc-7.2.1-O | 102.69604% | 8.76272% | 33.37199% |
| ghc-7.2.1-O2 | 99.79400% | 7.19459% | 32.47946% |
| ghc-7.2.1-Odph | 96.68966% | 5.78003% | 30.54581% |
| ghc-7.4.1 | 97.82894% | 9.07180% | 31.87233% |
| ghc-7.4.1-O | 100.69428% | 4.55237% | 32.29952% |
| ghc-7.4.1-O2 | 103.20681% | 4.12504% | 31.78179% |
| ghc-7.4.1-Odph | 100.82711% | 7.73650% | 31.66758% |
| ghc-7.6.1 | 97.39871% | 7.49069% | 33.24767% |
| ghc-7.6.1-O | 94.23205% | 9.28866% | 31.78347% |
| ghc-7.6.1-O2 | 98.35934% | 8.28085% | 29.95130% |
| ghc-7.6.1-Odph | 103.59112% | 5.43168% | 32.26865% |
| ghc-7.8.1 | 94.62429% | 11.40569% | 32.56947% |
| ghc-7.8.1-O | 91.63214% | 6.78040% | 33.26033% |
| ghc-7.8.1-O2 | 96.12845% | 4.23796% | 32.52497% |
| ghc-7.8.1-Odph | 92.36370% | 5.83361% | 31.85362% |
| ghc-7.10.1 | 88.95471% | 4.20853% | 34.11502% |
| ghc-7.10.1-O | 87.21171% | 4.49601% | 31.80322% |
| ghc-7.10.1-O2 | 92.42291% | 10.09156% | 29.33242% |
| ghc-7.10.1-Odph | 88.13520% | 5.00437% | 31.66909% |
| ghc-8.0.1 | 89.73014% | 7.15566% | 30.55810% |
| ghc-8.0.1-O | 91.48252% | 8.23662% | 33.41117% |
| ghc-8.0.1-O2 | 89.81523% | 5.54614% | 35.71417% |
| ghc-8.0.1-Odph | 91.09146% | 6.32728% | 33.79178% |
csv
Program: '1'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 28.59016% |
| ghc-7.0.1-O | 113.08639% | 0.00000% | 35.26870% |
| ghc-7.0.1-O2 | 113.96930% | 0.00000% | 32.09249% |
| ghc-7.0.1-Odph | 106.74440% | 0.00000% | 32.27713% |
| ghc-7.2.1 | 92.72104% | 0.00000% | 28.28032% |
| ghc-7.2.1-O | 118.66854% | 0.00000% | 29.36954% |
| ghc-7.2.1-O2 | 101.55591% | 0.00000% | 35.05605% |
| ghc-7.2.1-Odph | 102.52033% | 0.00000% | 30.45471% |
| ghc-7.4.1 | 89.70239% | 0.00000% | 26.44000% |
| ghc-7.4.1-O | 101.83405% | 0.00000% | 32.96814% |
| ghc-7.4.1-O2 | 106.42293% | 0.00000% | 35.68584% |
| ghc-7.4.1-Odph | 97.12859% | 0.00000% | 28.98000% |
| ghc-7.6.1 | 101.81054% | 0.00000% | 32.96728% |
| ghc-7.6.1-O | 107.89994% | 0.00000% | 35.23809% |
| ghc-7.6.1-O2 | 111.63165% | 0.00000% | 30.95863% |
| ghc-7.6.1-Odph | 112.43082% | 0.00000% | 33.37022% |
| ghc-7.8.1 | 97.38781% | 0.00000% | 31.79310% |
| ghc-7.8.1-O | 100.08510% | 0.00000% | 34.97302% |
| ghc-7.8.1-O2 | 100.49174% | 0.00000% | 33.55091% |
| ghc-7.8.1-Odph | 98.90913% | 0.00000% | 33.44592% |
| ghc-7.10.1 | 91.62455% | 0.00000% | 32.44183% |
| ghc-7.10.1-O | 89.12701% | 0.00000% | 27.54821% |
| ghc-7.10.1-O2 | 98.80098% | 0.00000% | 32.26499% |
| ghc-7.10.1-Odph | 90.70520% | 0.00000% | 28.54105% |
| ghc-8.0.1 | 101.28594% | 0.00000% | 34.25579% |
| ghc-8.0.1-O | 101.10284% | 0.00000% | 34.14986% |
| ghc-8.0.1-O2 | 97.79672% | 0.00000% | 38.08881% |
| ghc-8.0.1-Odph | 95.89815% | 0.00000% | 33.74967% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.04740 | 112.19943% | 100.00000% | 28.59016% | 32.07800% | 28.59016% | 0.81829 |
| ghc-7.0.1-O | 35 | 1.18447 | 126.88228% | 113.08639% | 35.26870% | 44.74973% | 39.88409% | 1.10907 |
| ghc-7.0.1-O2 | 35 | 1.19371 | 127.87290% | 113.96930% | 32.09249% | 41.03760% | 36.57559% | 1.12111 |
| ghc-7.0.1-Odph | 35 | 1.11804 | 119.76661% | 106.74440% | 32.27713% | 38.65723% | 34.45403% | 0.91123 |
| ghc-7.2.1 | 35 | 0.97116 | 104.03248% | 92.72104% | 28.28032% | 29.42072% | 26.22181% | 0.80607 |
| ghc-7.2.1-O | 35 | 1.24293 | 133.14543% | 118.66854% | 29.36954% | 39.10420% | 34.85241% | 1.12402 |
| ghc-7.2.1-O2 | 35 | 1.06370 | 113.94515% | 101.55591% | 35.05605% | 39.94467% | 35.60149% | 0.84292 |
| ghc-7.2.1-Odph | 35 | 1.07380 | 115.02723% | 102.52033% | 30.45471% | 35.03121% | 31.22227% | 0.97649 |
| ghc-7.4.1 | 35 | 0.93954 | 100.64557% | 89.70239% | 26.44000% | 26.61069% | 23.71731% | 0.80290 |
| ghc-7.4.1-O | 35 | 1.06661 | 114.25722% | 101.83405% | 32.96814% | 37.66848% | 33.57279% | 0.86275 |
| ghc-7.4.1-O2 | 35 | 1.11467 | 119.40592% | 106.42293% | 35.68584% | 42.61101% | 37.97792% | 0.84417 |
| ghc-7.4.1-Odph | 35 | 1.01732 | 108.97773% | 97.12859% | 28.98000% | 31.58174% | 28.14786% | 0.83745 |
| ghc-7.6.1 | 35 | 1.06636 | 114.23085% | 101.81054% | 32.96728% | 37.65881% | 33.56417% | 0.83647 |
| ghc-7.6.1-O | 35 | 1.13014 | 121.06312% | 107.89994% | 35.23809% | 42.66034% | 38.02188% | 0.88735 |
| ghc-7.6.1-O2 | 35 | 1.16923 | 125.25008% | 111.63165% | 30.95863% | 38.77570% | 34.55963% | 1.12639 |
| ghc-7.6.1-Odph | 35 | 1.17760 | 126.14674% | 112.43082% | 33.37022% | 42.09545% | 37.51841% | 1.12612 |
| ghc-7.8.1 | 35 | 1.02004 | 109.26857% | 97.38781% | 31.79310% | 34.73987% | 30.96260% | 0.82510 |
| ghc-7.8.1-O | 35 | 1.04829 | 112.29491% | 100.08510% | 34.97302% | 39.27293% | 35.00279% | 0.81315 |
| ghc-7.8.1-O2 | 35 | 1.05255 | 112.75116% | 100.49174% | 33.55091% | 37.82905% | 33.71590% | 0.82475 |
| ghc-7.8.1-Odph | 35 | 1.03597 | 110.97548% | 98.90913% | 33.44592% | 37.11677% | 33.08107% | 0.80867 |
| ghc-7.10.1 | 35 | 0.95968 | 102.80222% | 91.62455% | 32.44183% | 33.35093% | 29.72468% | 0.80356 |
| ghc-7.10.1-O | 35 | 0.93352 | 100.00000% | 89.12701% | 27.54821% | 27.54821% | 24.55289% | 0.80306 |
| ghc-7.10.1-O2 | 35 | 1.03484 | 110.85414% | 98.80098% | 32.26499% | 35.76707% | 31.87812% | 0.81575 |
| ghc-7.10.1-Odph | 35 | 0.95005 | 101.77072% | 90.70520% | 28.54105% | 29.04643% | 25.88822% | 0.81519 |
| ghc-8.0.1 | 35 | 1.06087 | 113.64225% | 101.28594% | 34.25579% | 38.92904% | 34.69629% | 0.83386 |
| ghc-8.0.1-O | 35 | 1.05895 | 113.43681% | 101.10284% | 34.14986% | 38.73851% | 34.52647% | 0.81070 |
| ghc-8.0.1-O2 | 35 | 1.02432 | 109.72737% | 97.79672% | 38.08881% | 41.79384% | 37.24960% | 0.81023 |
| ghc-8.0.1-Odph | 35 | 1.00444 | 107.59718% | 95.89815% | 33.74967% | 36.31370% | 32.36531% | 0.81149 |
csv
Program: '2'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 34.40434% |
| ghc-7.0.1-O | 99.00789% | 0.00000% | 35.03263% |
| ghc-7.0.1-O2 | 98.88764% | 0.00000% | 34.53739% |
| ghc-7.0.1-Odph | 102.03404% | 0.00000% | 32.75886% |
| ghc-7.2.1 | 97.97895% | 0.00000% | 33.61782% |
| ghc-7.2.1-O | 101.69100% | 0.00000% | 35.23869% |
| ghc-7.2.1-O2 | 104.90579% | 0.00000% | 27.41434% |
| ghc-7.2.1-Odph | 94.21343% | 0.00000% | 27.71199% |
| ghc-7.4.1 | 107.78009% | 0.00000% | 33.88804% |
| ghc-7.4.1-O | 102.94591% | 0.00000% | 34.51802% |
| ghc-7.4.1-O2 | 109.25383% | 0.00000% | 33.15484% |
| ghc-7.4.1-Odph | 108.23584% | 0.00000% | 29.60692% |
| ghc-7.6.1 | 93.65606% | 0.00000% | 35.31173% |
| ghc-7.6.1-O | 100.79210% | 0.00000% | 27.63544% |
| ghc-7.6.1-O2 | 90.50240% | 0.00000% | 25.99531% |
| ghc-7.6.1-Odph | 103.32360% | 0.00000% | 32.54027% |
| ghc-7.8.1 | 94.78010% | 0.00000% | 31.00164% |
| ghc-7.8.1-O | 95.13247% | 0.00000% | 32.40228% |
| ghc-7.8.1-O2 | 92.89381% | 0.00000% | 31.58922% |
| ghc-7.8.1-Odph | 86.50247% | 0.00000% | 27.61678% |
| ghc-7.10.1 | 88.78752% | 0.00000% | 33.25821% |
| ghc-7.10.1-O | 86.33669% | 0.00000% | 32.45710% |
| ghc-7.10.1-O2 | 100.21102% | 0.00000% | 33.32120% |
| ghc-7.10.1-Odph | 92.65125% | 0.00000% | 34.48809% |
| ghc-8.0.1 | 94.52629% | 0.00000% | 29.88742% |
| ghc-8.0.1-O | 96.49107% | 0.00000% | 34.81148% |
| ghc-8.0.1-O2 | 93.53448% | 0.00000% | 37.63121% |
| ghc-8.0.1-Odph | 94.44658% | 0.00000% | 34.51113% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.09146 | 115.82561% | 100.00000% | 34.40434% | 39.84903% | 34.40434% | 0.85137 |
| ghc-7.0.1-O | 35 | 1.08063 | 114.67649% | 99.00789% | 35.03263% | 40.17419% | 34.68507% | 0.82683 |
| ghc-7.0.1-O2 | 35 | 1.07932 | 114.53722% | 98.88764% | 34.53739% | 39.55817% | 34.15321% | 0.83089 |
| ghc-7.0.1-Odph | 35 | 1.11366 | 118.18155% | 102.03404% | 32.75886% | 38.71493% | 33.42519% | 0.84577 |
| ghc-7.2.1 | 35 | 1.06940 | 113.48471% | 97.97895% | 33.61782% | 38.15108% | 32.93838% | 0.84986 |
| ghc-7.2.1-O | 35 | 1.10992 | 117.78422% | 101.69100% | 35.23869% | 41.50562% | 35.83458% | 0.86978 |
| ghc-7.2.1-O2 | 35 | 1.14501 | 121.50777% | 104.90579% | 27.41434% | 33.31055% | 28.75923% | 1.12000 |
| ghc-7.2.1-Odph | 35 | 1.02830 | 109.12328% | 94.21343% | 27.71199% | 30.24023% | 26.10842% | 0.89404 |
| ghc-7.4.1 | 35 | 1.17638 | 124.83695% | 107.78009% | 33.88804% | 42.30480% | 36.52457% | 1.11521 |
| ghc-7.4.1-O | 35 | 1.12361 | 119.23773% | 102.94591% | 34.51802% | 41.15850% | 35.53489% | 1.10816 |
| ghc-7.4.1-O2 | 35 | 1.19246 | 126.54392% | 109.25383% | 33.15484% | 41.95543% | 36.22293% | 1.12034 |
| ghc-7.4.1-Odph | 35 | 1.18135 | 125.36482% | 108.23584% | 29.60692% | 37.11666% | 32.04530% | 1.12418 |
| ghc-7.6.1 | 35 | 1.02222 | 108.47770% | 93.65606% | 35.31173% | 38.30535% | 33.07158% | 0.81290 |
| ghc-7.6.1-O | 35 | 1.10011 | 116.74307% | 100.79210% | 27.63544% | 32.26246% | 27.85434% | 1.12385 |
| ghc-7.6.1-O2 | 35 | 0.98780 | 104.82495% | 90.50240% | 25.99531% | 27.24957% | 23.52638% | 0.85615 |
| ghc-7.6.1-Odph | 35 | 1.12774 | 119.67519% | 103.32360% | 32.54027% | 38.94263% | 33.62177% | 0.93358 |
| ghc-7.8.1 | 35 | 1.03449 | 109.77963% | 94.78010% | 31.00164% | 34.03349% | 29.38339% | 0.83034 |
| ghc-7.8.1-O | 35 | 1.03833 | 110.18776% | 95.13247% | 32.40228% | 35.70335% | 30.82509% | 0.81234 |
| ghc-7.8.1-O2 | 35 | 1.01390 | 107.59482% | 92.89381% | 31.58922% | 33.98836% | 29.34443% | 0.81094 |
| ghc-7.8.1-Odph | 35 | 0.94414 | 100.19202% | 86.50247% | 27.61678% | 27.66981% | 23.88920% | 0.80917 |
| ghc-7.10.1 | 35 | 0.96908 | 102.83869% | 88.78752% | 33.25821% | 34.20231% | 29.52914% | 0.82482 |
| ghc-7.10.1-O | 35 | 0.94233 | 100.00000% | 86.33669% | 32.45710% | 32.45710% | 28.02239% | 0.79307 |
| ghc-7.10.1-O2 | 35 | 1.09376 | 116.07003% | 100.21102% | 33.32120% | 38.67592% | 33.39151% | 0.85338 |
| ghc-7.10.1-Odph | 35 | 1.01125 | 107.31388% | 92.65125% | 34.48809% | 37.01050% | 31.95364% | 0.81677 |
| ghc-8.0.1 | 35 | 1.03172 | 109.48565% | 94.52629% | 29.88742% | 32.72243% | 28.25147% | 0.86283 |
| ghc-8.0.1-O | 35 | 1.05316 | 111.76137% | 96.49107% | 34.81148% | 38.90579% | 33.58997% | 0.82281 |
| ghc-8.0.1-O2 | 35 | 1.02089 | 108.33689% | 93.53448% | 37.63121% | 40.76848% | 35.19816% | 0.81183 |
| ghc-8.0.1-Odph | 35 | 1.03085 | 109.39333% | 94.44658% | 34.51113% | 37.75287% | 32.59458% | 0.81398 |
csv
Program: '3'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 32.72120% |
| ghc-7.0.1-O | 94.20384% | 0.00000% | 32.49569% |
| ghc-7.0.1-O2 | 106.03093% | 0.00000% | 31.51223% |
| ghc-7.0.1-Odph | 106.22750% | 0.00000% | 32.57561% |
| ghc-7.2.1 | 106.18306% | 0.00000% | 33.80942% |
| ghc-7.2.1-O | 103.41386% | 0.00000% | 34.34614% |
| ghc-7.2.1-O2 | 107.33866% | 0.00000% | 32.08673% |
| ghc-7.2.1-Odph | 104.42865% | 0.00000% | 30.78532% |
| ghc-7.4.1 | 108.28709% | 0.00000% | 31.94221% |
| ghc-7.4.1-O | 106.65906% | 0.00000% | 33.33628% |
| ghc-7.4.1-O2 | 102.29025% | 0.00000% | 27.97212% |
| ghc-7.4.1-Odph | 111.11197% | 0.00000% | 31.91495% |
| ghc-7.6.1 | 109.31169% | 0.00000% | 34.31933% |
| ghc-7.6.1-O | 94.06182% | 0.00000% | 35.15661% |
| ghc-7.6.1-O2 | 104.27087% | 0.00000% | 30.98471% |
| ghc-7.6.1-Odph | 102.98440% | 0.00000% | 29.58875% |
| ghc-7.8.1 | 111.14858% | 0.00000% | 32.91399% |
| ghc-7.8.1-O | 93.49040% | 0.00000% | 34.58205% |
| ghc-7.8.1-O2 | 96.24984% | 0.00000% | 28.43690% |
| ghc-7.8.1-Odph | 96.98239% | 0.00000% | 32.29801% |
| ghc-7.10.1 | 94.32042% | 0.00000% | 35.93337% |
| ghc-7.10.1-O | 93.66338% | 0.00000% | 34.97327% |
| ghc-7.10.1-O2 | 102.59266% | 0.00000% | 30.47783% |
| ghc-7.10.1-Odph | 92.17855% | 0.00000% | 32.06975% |
| ghc-8.0.1 | 84.85136% | 0.00000% | 26.15003% |
| ghc-8.0.1-O | 92.39662% | 0.00000% | 31.08983% |
| ghc-8.0.1-O2 | 89.27372% | 0.00000% | 28.91480% |
| ghc-8.0.1-Odph | 98.11113% | 0.00000% | 31.89338% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.08219 | 117.85315% | 100.00000% | 32.72120% | 38.56297% | 32.72120% | 0.88192 |
| ghc-7.0.1-O | 35 | 1.01946 | 111.02219% | 94.20384% | 32.49569% | 36.07743% | 30.61219% | 0.81540 |
| ghc-7.0.1-O2 | 35 | 1.14745 | 124.96079% | 106.03093% | 31.51223% | 39.37793% | 33.41271% | 1.11888 |
| ghc-7.0.1-Odph | 35 | 1.14958 | 125.19245% | 106.22750% | 32.57561% | 40.78220% | 34.60426% | 1.11861 |
| ghc-7.2.1 | 35 | 1.14910 | 125.14008% | 106.18306% | 33.80942% | 42.30913% | 35.89987% | 0.91125 |
| ghc-7.2.1-O | 35 | 1.11913 | 121.87648% | 103.41386% | 34.34614% | 41.85986% | 35.51866% | 0.87494 |
| ghc-7.2.1-O2 | 35 | 1.16161 | 126.50199% | 107.33866% | 32.08673% | 40.59036% | 34.44147% | 1.12034 |
| ghc-7.2.1-Odph | 35 | 1.13011 | 123.07245% | 104.42865% | 30.78532% | 37.88825% | 32.14869% | 1.11568 |
| ghc-7.4.1 | 35 | 1.17187 | 127.61975% | 108.28709% | 31.94221% | 40.76456% | 34.58929% | 1.11573 |
| ghc-7.4.1-O | 35 | 1.15425 | 125.70106% | 106.65906% | 33.33628% | 41.90406% | 35.55616% | 1.11126 |
| ghc-7.4.1-O2 | 35 | 1.10697 | 120.55228% | 102.29025% | 27.97212% | 33.72103% | 28.61276% | 1.11700 |
| ghc-7.4.1-Odph | 35 | 1.20244 | 130.94895% | 111.11197% | 31.91495% | 41.79229% | 35.46132% | 1.13222 |
| ghc-7.6.1 | 35 | 1.18296 | 128.82727% | 109.31169% | 34.31933% | 44.21266% | 37.51504% | 1.10659 |
| ghc-7.6.1-O | 35 | 1.01793 | 110.85482% | 94.06182% | 35.15661% | 38.97279% | 33.06894% | 0.82153 |
| ghc-7.6.1-O2 | 35 | 1.12841 | 122.88650% | 104.27087% | 30.98471% | 38.07603% | 32.30803% | 1.11366 |
| ghc-7.6.1-Odph | 35 | 1.11448 | 121.37036% | 102.98440% | 29.58875% | 35.91197% | 30.47179% | 1.11665 |
| ghc-7.8.1 | 35 | 1.20284 | 130.99210% | 111.14858% | 32.91399% | 43.11473% | 36.58344% | 1.11721 |
| ghc-7.8.1-O | 35 | 1.01174 | 110.18138% | 93.49040% | 34.58205% | 38.10298% | 32.33090% | 0.79889 |
| ghc-7.8.1-O2 | 35 | 1.04160 | 113.43347% | 96.24984% | 28.43690% | 32.25697% | 27.37048% | 0.89119 |
| ghc-7.8.1-Odph | 35 | 1.04953 | 114.29680% | 96.98239% | 32.29801% | 36.91559% | 31.32338% | 0.82566 |
| ghc-7.10.1 | 35 | 1.02072 | 111.15959% | 94.32042% | 35.93337% | 39.94339% | 33.89251% | 0.81952 |
| ghc-7.10.1-O | 35 | 1.01361 | 110.38525% | 93.66338% | 34.97327% | 38.60533% | 32.75715% | 0.80117 |
| ghc-7.10.1-O2 | 35 | 1.11025 | 120.90868% | 102.59266% | 30.47783% | 36.85034% | 31.26802% | 1.10970 |
| ghc-7.10.1-Odph | 35 | 0.99755 | 108.63532% | 92.17855% | 32.06975% | 34.83907% | 29.56143% | 0.81427 |
| ghc-8.0.1 | 35 | 0.91825 | 100.00000% | 84.85136% | 26.15003% | 26.15003% | 22.18866% | 0.80699 |
| ghc-8.0.1-O | 35 | 0.99991 | 108.89232% | 92.39662% | 31.08983% | 33.85443% | 28.72595% | 0.80890 |
| ghc-8.0.1-O2 | 35 | 0.96611 | 105.21189% | 89.27372% | 28.91480% | 30.42180% | 25.81331% | 0.81856 |
| ghc-8.0.1-Odph | 35 | 1.06175 | 115.62706% | 98.11113% | 31.89338% | 36.87737% | 31.29095% | 0.82540 |
csv
Program: '4'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 34.78683% |
| ghc-7.0.1-O | 95.66064% | 0.00000% | 34.01341% |
| ghc-7.0.1-O2 | 99.80499% | 0.00000% | 32.36080% |
| ghc-7.0.1-Odph | 88.65674% | 0.00000% | 30.16333% |
| ghc-7.2.1 | 91.66288% | 0.00000% | 33.02602% |
| ghc-7.2.1-O | 96.31386% | 0.00000% | 34.64251% |
| ghc-7.2.1-O2 | 98.44610% | 0.00000% | 38.13702% |
| ghc-7.2.1-Odph | 89.48597% | 0.00000% | 31.03299% |
| ghc-7.4.1 | 97.23807% | 0.00000% | 33.58278% |
| ghc-7.4.1-O | 99.00820% | 0.00000% | 29.01605% |
| ghc-7.4.1-O2 | 97.91615% | 0.00000% | 32.15296% |
| ghc-7.4.1-Odph | 90.15603% | 0.00000% | 33.27836% |
| ghc-7.6.1 | 94.71361% | 0.00000% | 33.03238% |
| ghc-7.6.1-O | 83.77581% | 0.00000% | 31.54892% |
| ghc-7.6.1-O2 | 90.98105% | 0.00000% | 28.22744% |
| ghc-7.6.1-Odph | 95.29495% | 0.00000% | 33.73515% |
| ghc-7.8.1 | 94.40796% | 0.00000% | 37.42419% |
| ghc-7.8.1-O | 89.59112% | 0.00000% | 28.76062% |
| ghc-7.8.1-O2 | 100.95799% | 0.00000% | 34.88081% |
| ghc-7.8.1-Odph | 95.07721% | 0.00000% | 33.81546% |
| ghc-7.10.1 | 88.31115% | 0.00000% | 36.75290% |
| ghc-7.10.1-O | 79.79504% | 0.00000% | 26.73900% |
| ghc-7.10.1-O2 | 78.21524% | 0.00000% | 20.44056% |
| ghc-7.10.1-Odph | 85.72788% | 0.00000% | 30.92709% |
| ghc-8.0.1 | 81.77333% | 0.00000% | 30.55169% |
| ghc-8.0.1-O | 90.78017% | 0.00000% | 34.08021% |
| ghc-8.0.1-O2 | 86.85326% | 0.00000% | 34.35588% |
| ghc-8.0.1-Odph | 84.30577% | 0.00000% | 34.72995% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.15004 | 127.85231% | 100.00000% | 34.78683% | 44.47577% | 34.78683% | 0.88151 |
| ghc-7.0.1-O | 35 | 1.10013 | 122.30434% | 95.66064% | 34.01341% | 41.59988% | 32.53744% | 0.87586 |
| ghc-7.0.1-O2 | 35 | 1.14780 | 127.60299% | 99.80499% | 32.36080% | 41.29335% | 32.29769% | 1.13588 |
| ghc-7.0.1-Odph | 35 | 1.01959 | 113.34970% | 88.65674% | 30.16333% | 34.19004% | 26.74183% | 0.86448 |
| ghc-7.2.1 | 35 | 1.05416 | 117.19312% | 91.66288% | 33.02602% | 38.70422% | 30.27260% | 0.86848 |
| ghc-7.2.1-O | 35 | 1.10765 | 123.13950% | 96.31386% | 34.64251% | 42.65861% | 33.36554% | 0.97675 |
| ghc-7.2.1-O2 | 35 | 1.13217 | 125.86562% | 98.44610% | 38.13702% | 48.00139% | 37.54441% | 0.88035 |
| ghc-7.2.1-Odph | 35 | 1.02912 | 114.40988% | 89.48597% | 31.03299% | 35.50481% | 27.77017% | 0.83872 |
| ghc-7.4.1 | 35 | 1.11828 | 124.32112% | 97.23807% | 33.58278% | 41.75048% | 32.65524% | 1.08939 |
| ghc-7.4.1-O | 35 | 1.13863 | 126.58427% | 99.00820% | 29.01605% | 36.72976% | 28.72827% | 1.09497 |
| ghc-7.4.1-O2 | 35 | 1.12607 | 125.18806% | 97.91615% | 32.15296% | 40.25166% | 31.48294% | 1.12220 |
| ghc-7.4.1-Odph | 35 | 1.03683 | 115.26657% | 90.15603% | 33.27836% | 38.35882% | 30.00245% | 0.81511 |
| ghc-7.6.1 | 35 | 1.08924 | 121.09355% | 94.71361% | 33.03238% | 40.00008% | 31.28616% | 0.86831 |
| ghc-7.6.1-O | 35 | 0.96345 | 107.10932% | 83.77581% | 31.54892% | 33.79183% | 26.43037% | 0.79703 |
| ghc-7.6.1-O2 | 35 | 1.04632 | 116.32138% | 90.98105% | 28.22744% | 32.83455% | 25.68162% | 0.90436 |
| ghc-7.6.1-Odph | 35 | 1.09593 | 121.83680% | 95.29495% | 33.73515% | 41.10183% | 32.14790% | 0.87504 |
| ghc-7.8.1 | 35 | 1.08573 | 120.70276% | 94.40796% | 37.42419% | 45.17203% | 35.33141% | 0.80035 |
| ghc-7.8.1-O | 35 | 1.03033 | 114.54433% | 89.59112% | 28.76062% | 32.94366% | 25.76696% | 1.03170 |
| ghc-7.8.1-O2 | 35 | 1.16106 | 129.07712% | 100.95799% | 34.88081% | 45.02314% | 35.21496% | 1.10388 |
| ghc-7.8.1-Odph | 35 | 1.09343 | 121.55841% | 95.07721% | 33.81546% | 41.10554% | 32.15080% | 0.88246 |
| ghc-7.10.1 | 35 | 1.01561 | 112.90785% | 88.31115% | 36.75290% | 41.49691% | 32.45691% | 0.80372 |
| ghc-7.10.1-O | 35 | 0.91767 | 102.01981% | 79.79504% | 26.73900% | 27.27908% | 21.33640% | 0.79001 |
| ghc-7.10.1-O2 | 35 | 0.89951 | 100.00000% | 78.21524% | 20.44056% | 20.44056% | 15.98763% | 0.81183 |
| ghc-7.10.1-Odph | 35 | 0.98590 | 109.60508% | 85.72788% | 30.92709% | 33.89766% | 26.51314% | 0.80991 |
| ghc-8.0.1 | 35 | 0.94043 | 104.54910% | 81.77333% | 30.55169% | 31.94152% | 24.98314% | 0.79364 |
| ghc-8.0.1-O | 35 | 1.04401 | 116.06455% | 90.78017% | 34.08021% | 39.55505% | 30.93808% | 0.85300 |
| ghc-8.0.1-O2 | 35 | 0.99885 | 111.04390% | 86.85326% | 34.35588% | 38.15010% | 29.83920% | 0.80791 |
| ghc-8.0.1-Odph | 35 | 0.96955 | 107.78688% | 84.30577% | 34.72995% | 37.43433% | 29.27935% | 0.79692 |
csv
Program: '5'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 30.21309% |
| ghc-7.0.1-O | 84.66674% | 0.00000% | 34.75489% |
| ghc-7.0.1-O2 | 90.92367% | 0.00000% | 31.79924% |
| ghc-7.0.1-Odph | 83.85515% | 0.00000% | 32.03786% |
| ghc-7.2.1 | 85.17660% | 0.00000% | 34.77111% |
| ghc-7.2.1-O | 93.39292% | 0.00000% | 33.26308% |
| ghc-7.2.1-O2 | 86.72352% | 0.00000% | 29.70316% |
| ghc-7.2.1-Odph | 92.79991% | 0.00000% | 32.74404% |
| ghc-7.4.1 | 86.13707% | 0.00000% | 33.50862% |
| ghc-7.4.1-O | 93.02420% | 0.00000% | 31.65913% |
| ghc-7.4.1-O2 | 100.15086% | 0.00000% | 29.94316% |
| ghc-7.4.1-Odph | 97.50311% | 0.00000% | 34.55766% |
| ghc-7.6.1 | 87.50166% | 0.00000% | 30.60760% |
| ghc-7.6.1-O | 84.63056% | 0.00000% | 29.33830% |
| ghc-7.6.1-O2 | 94.41073% | 0.00000% | 33.59040% |
| ghc-7.6.1-Odph | 103.92182% | 0.00000% | 32.10887% |
| ghc-7.8.1 | 75.39701% | 0.00000% | 29.71445% |
| ghc-7.8.1-O | 79.86161% | 0.00000% | 35.58368% |
| ghc-7.8.1-O2 | 90.04888% | 0.00000% | 34.16703% |
| ghc-7.8.1-Odph | 84.34728% | 0.00000% | 32.09193% |
| ghc-7.10.1 | 81.72991% | 0.00000% | 32.18877% |
| ghc-7.10.1-O | 87.13644% | 0.00000% | 37.29851% |
| ghc-7.10.1-O2 | 82.29463% | 0.00000% | 30.15751% |
| ghc-7.10.1-Odph | 79.41309% | 0.00000% | 32.31947% |
| ghc-8.0.1 | 86.21380% | 0.00000% | 31.94557% |
| ghc-8.0.1-O | 76.64188% | 0.00000% | 32.92448% |
| ghc-8.0.1-O2 | 81.61799% | 0.00000% | 39.58016% |
| ghc-8.0.1-Odph | 82.69565% | 0.00000% | 34.07476% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.27062 | 132.63126% | 100.00000% | 30.21309% | 40.07201% | 30.21309% | 1.14428 |
| ghc-7.0.1-O | 35 | 1.07579 | 112.29457% | 84.66674% | 34.75489% | 39.02785% | 29.42583% | 0.80818 |
| ghc-7.0.1-O2 | 35 | 1.15529 | 120.59321% | 90.92367% | 31.79924% | 38.34772% | 28.91303% | 1.11730 |
| ghc-7.0.1-Odph | 35 | 1.06548 | 111.21815% | 83.85515% | 32.03786% | 35.63191% | 26.86539% | 0.88107 |
| ghc-7.2.1 | 35 | 1.08227 | 112.97080% | 85.17660% | 34.77111% | 39.28120% | 29.61685% | 0.82956 |
| ghc-7.2.1-O | 35 | 1.18667 | 123.86821% | 93.39292% | 33.26308% | 41.20238% | 31.06536% | 1.10689 |
| ghc-7.2.1-O2 | 35 | 1.10192 | 115.02250% | 86.72352% | 29.70316% | 34.16532% | 25.75963% | 1.10307 |
| ghc-7.2.1-Odph | 35 | 1.17913 | 123.08170% | 92.79991% | 32.74404% | 40.30191% | 30.38644% | 1.12946 |
| ghc-7.4.1 | 35 | 1.09447 | 114.24469% | 86.13707% | 33.50862% | 38.28181% | 28.86334% | 0.84766 |
| ghc-7.4.1-O | 35 | 1.18198 | 123.37917% | 93.02420% | 31.65913% | 39.06077% | 29.45065% | 1.12758 |
| ghc-7.4.1-O2 | 35 | 1.27253 | 132.83136% | 100.15086% | 29.94316% | 39.77391% | 29.98833% | 1.15663 |
| ghc-7.4.1-Odph | 35 | 1.23889 | 129.31960% | 97.50311% | 34.55766% | 44.68983% | 33.69479% | 1.12756 |
| ghc-7.6.1 | 35 | 1.11181 | 116.05455% | 87.50166% | 30.60760% | 35.52152% | 26.78216% | 1.12092 |
| ghc-7.6.1-O | 35 | 1.07533 | 112.24657% | 84.63056% | 29.33830% | 32.93124% | 24.82917% | 0.91357 |
| ghc-7.6.1-O2 | 35 | 1.19960 | 125.21814% | 94.41073% | 33.59040% | 42.06127% | 31.71294% | 1.13075 |
| ghc-7.6.1-Odph | 35 | 1.32045 | 137.83282% | 103.92182% | 32.10887% | 44.25656% | 33.36812% | 1.15169 |
| ghc-7.8.1 | 35 | 0.95801 | 100.00000% | 75.39701% | 29.71445% | 29.71445% | 22.40380% | 0.81546 |
| ghc-7.8.1-O | 35 | 1.01474 | 105.92147% | 79.86161% | 35.58368% | 37.69076% | 28.41770% | 0.81186 |
| ghc-7.8.1-O2 | 35 | 1.14418 | 119.43297% | 90.04888% | 34.16703% | 40.80669% | 30.76702% | 0.90859 |
| ghc-7.8.1-Odph | 35 | 1.07173 | 111.87086% | 84.34728% | 32.09193% | 35.90152% | 27.06867% | 0.83645 |
| ghc-7.10.1 | 35 | 1.03847 | 108.39942% | 81.72991% | 32.18877% | 34.89244% | 26.30786% | 0.82843 |
| ghc-7.10.1-O | 35 | 1.10717 | 115.57016% | 87.13644% | 37.29851% | 43.10595% | 32.50059% | 0.85641 |
| ghc-7.10.1-O2 | 35 | 1.04565 | 109.14840% | 82.29463% | 30.15751% | 32.91644% | 24.81801% | 0.83261 |
| ghc-7.10.1-Odph | 35 | 1.00904 | 105.32659% | 79.41309% | 32.31947% | 34.04099% | 25.66589% | 0.82219 |
| ghc-8.0.1 | 35 | 1.09545 | 114.34645% | 86.21380% | 31.94557% | 36.52863% | 27.54149% | 1.09928 |
| ghc-8.0.1-O | 35 | 0.97383 | 101.65110% | 76.64188% | 32.92448% | 33.46809% | 25.23394% | 0.80350 |
| ghc-8.0.1-O2 | 35 | 1.03705 | 108.25097% | 81.61799% | 39.58016% | 42.84590% | 32.30453% | 0.81846 |
| ghc-8.0.1-Odph | 35 | 1.05075 | 109.68028% | 82.69565% | 34.07476% | 37.37329% | 28.17834% | 0.83293 |
csv
nbody
Program: '2'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 32.35604% |
| ghc-7.0.1-O | 91.68312% | 0.00000% | 29.20049% |
| ghc-7.0.1-O2 | 105.40036% | 0.00000% | 34.27704% |
| ghc-7.0.1-Odph | 101.58350% | 0.00000% | 31.40450% |
| ghc-7.2.1 | 94.12598% | 0.00000% | 33.06852% |
| ghc-7.2.1-O | 85.51331% | 0.00000% | 30.55286% |
| ghc-7.2.1-O2 | 96.47827% | 0.00000% | 33.56285% |
| ghc-7.2.1-Odph | 94.74920% | 0.00000% | 31.96635% |
| ghc-7.4.1 | 95.15024% | 0.00000% | 30.89414% |
| ghc-7.4.1-O | 96.69694% | 0.00000% | 31.75353% |
| ghc-7.4.1-O2 | 94.36869% | 0.00000% | 31.45682% |
| ghc-7.4.1-Odph | 94.31131% | 0.00000% | 27.00146% |
| ghc-7.6.1 | 85.09949% | 0.00000% | 23.32735% |
| ghc-7.6.1-O | 97.27000% | 0.00000% | 37.57154% |
| ghc-7.6.1-O2 | 92.28945% | 0.00000% | 31.67165% |
| ghc-7.6.1-Odph | 86.20550% | 0.00000% | 29.76676% |
| ghc-7.8.1 | 89.11934% | 0.00000% | 32.36162% |
| ghc-7.8.1-O | 91.56061% | 0.00000% | 29.41792% |
| ghc-7.8.1-O2 | 84.40017% | 0.00000% | 30.25581% |
| ghc-7.8.1-Odph | 95.22249% | 0.00000% | 33.62820% |
| ghc-7.10.1 | 90.48099% | 0.00000% | 35.66726% |
| ghc-7.10.1-O | 89.27728% | 0.00000% | 30.83099% |
| ghc-7.10.1-O2 | 91.10096% | 0.00000% | 35.69370% |
| ghc-7.10.1-Odph | 89.19386% | 0.00000% | 31.37737% |
| ghc-8.0.1 | 82.27209% | 0.00000% | 29.50815% |
| ghc-8.0.1-O | 79.77533% | 0.00000% | 28.69860% |
| ghc-8.0.1-O2 | 82.91612% | 0.00000% | 33.49080% |
| ghc-8.0.1-Odph | 87.92003% | 0.00000% | 32.76407% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.17498 | 125.35204% | 100.00000% | 32.35604% | 40.55895% | 32.35604% | 1.11147 |
| ghc-7.0.1-O | 35 | 1.07726 | 114.92666% | 91.68312% | 29.20049% | 33.55915% | 26.77192% | 1.10793 |
| ghc-7.0.1-O2 | 35 | 1.23844 | 132.12151% | 105.40036% | 34.27704% | 45.28734% | 36.12812% | 1.13762 |
| ghc-7.0.1-Odph | 35 | 1.19359 | 127.33700% | 101.58350% | 31.40450% | 39.98954% | 31.90179% | 1.12616 |
| ghc-7.2.1 | 35 | 1.10596 | 117.98883% | 94.12598% | 33.06852% | 39.01717% | 31.12607% | 0.89803 |
| ghc-7.2.1-O | 35 | 1.00477 | 107.19268% | 85.51331% | 30.55286% | 32.75043% | 26.12676% | 0.81122 |
| ghc-7.2.1-O2 | 35 | 1.13360 | 120.93748% | 96.47827% | 33.56285% | 40.59007% | 32.38086% | 0.92874 |
| ghc-7.2.1-Odph | 35 | 1.11329 | 118.77006% | 94.74920% | 31.96635% | 37.96645% | 30.28786% | 1.09412 |
| ghc-7.4.1 | 35 | 1.11800 | 119.27276% | 95.15024% | 30.89414% | 36.84830% | 29.39585% | 1.03519 |
| ghc-7.4.1-O | 35 | 1.13617 | 121.21159% | 96.69694% | 31.75353% | 38.48896% | 30.70469% | 1.11326 |
| ghc-7.4.1-O2 | 35 | 1.10882 | 118.29308% | 94.36869% | 31.45682% | 37.21124% | 29.68539% | 0.90191 |
| ghc-7.4.1-Odph | 35 | 1.10814 | 118.22115% | 94.31131% | 27.00146% | 31.92143% | 25.46543% | 1.11581 |
| ghc-7.6.1 | 35 | 0.99990 | 106.67395% | 85.09949% | 23.32735% | 24.88421% | 19.85146% | 0.87465 |
| ghc-7.6.1-O | 35 | 1.14291 | 121.92993% | 97.27000% | 37.57154% | 45.81095% | 36.54583% | 0.80878 |
| ghc-7.6.1-O2 | 35 | 1.08438 | 115.68671% | 92.28945% | 31.67165% | 36.63989% | 29.22959% | 0.91116 |
| ghc-7.6.1-Odph | 35 | 1.01290 | 108.06036% | 86.20550% | 29.76676% | 32.16606% | 25.66058% | 0.88586 |
| ghc-7.8.1 | 35 | 1.04714 | 111.71291% | 89.11934% | 32.36162% | 36.15210% | 28.84046% | 0.85178 |
| ghc-7.8.1-O | 35 | 1.07582 | 114.77310% | 91.56061% | 29.41792% | 33.76386% | 26.93523% | 1.09466 |
| ghc-7.8.1-O2 | 35 | 0.99169 | 105.79733% | 84.40017% | 30.25581% | 32.00984% | 25.53595% | 0.80667 |
| ghc-7.8.1-Odph | 35 | 1.11885 | 119.36334% | 95.22249% | 33.62820% | 40.13974% | 32.02161% | 1.03150 |
| ghc-7.10.1 | 35 | 1.06314 | 113.41976% | 90.48099% | 35.66726% | 40.45373% | 32.27209% | 0.80397 |
| ghc-7.10.1-O | 35 | 1.04899 | 111.91089% | 89.27728% | 30.83099% | 34.50324% | 27.52507% | 0.87034 |
| ghc-7.10.1-O2 | 35 | 1.07042 | 114.19691% | 91.10096% | 35.69370% | 40.76110% | 32.51730% | 0.83231 |
| ghc-7.10.1-Odph | 35 | 1.04801 | 111.80633% | 89.19386% | 31.37737% | 35.08188% | 27.98669% | 0.81570 |
| ghc-8.0.1 | 35 | 0.96668 | 103.12975% | 82.27209% | 29.50815% | 30.43168% | 24.27697% | 0.81684 |
| ghc-8.0.1-O | 35 | 0.93735 | 100.00000% | 79.77533% | 28.69860% | 28.69860% | 22.89440% | 0.79815 |
| ghc-8.0.1-O2 | 35 | 0.97425 | 103.93705% | 82.91612% | 33.49080% | 34.80935% | 27.76927% | 0.80848 |
| ghc-8.0.1-Odph | 35 | 1.03305 | 110.20955% | 87.92003% | 32.76407% | 36.10914% | 28.80618% | 0.81517 |
csv
pidigits
Program: '4'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 36.66839% |
| ghc-7.0.1-O | 125.03306% | 0.00000% | 30.77396% |
| ghc-7.0.1-O2 | 109.39256% | 0.00000% | 33.88273% |
| ghc-7.0.1-Odph | 106.47269% | 0.00000% | 28.03052% |
| ghc-7.2.1 | 112.21355% | 0.00000% | 27.83671% |
| ghc-7.2.1-O | 96.99476% | 0.00000% | 25.97080% |
| ghc-7.2.1-O2 | 124.63866% | 0.00000% | 33.72735% |
| ghc-7.2.1-Odph | 99.62698% | 0.00000% | 32.50994% |
| ghc-7.4.1 | 110.53195% | 0.00000% | 33.32445% |
| ghc-7.4.1-O | 112.52011% | 0.00000% | 32.89627% |
| ghc-7.4.1-O2 | 119.99932% | 0.00000% | 29.04257% |
| ghc-7.4.1-Odph | 107.08159% | 0.00000% | 29.09468% |
| ghc-7.6.1 | 117.53009% | 0.00000% | 29.02102% |
| ghc-7.6.1-O | 108.83674% | 0.00000% | 29.11291% |
| ghc-7.6.1-O2 | 101.24525% | 0.00000% | 32.59209% |
| ghc-7.6.1-Odph | 116.71352% | 0.00000% | 31.42685% |
| ghc-7.8.1 | 100.90185% | 0.00000% | 34.31174% |
| ghc-7.8.1-O | 101.38031% | 0.00000% | 31.81799% |
| ghc-7.8.1-O2 | 102.81380% | 0.00000% | 31.70725% |
| ghc-7.8.1-Odph | 107.97170% | 0.00000% | 34.27946% |
| ghc-7.10.1 | 95.46569% | 0.00000% | 30.64250% |
| ghc-7.10.1-O | 95.43335% | 0.00000% | 35.40620% |
| ghc-7.10.1-O2 | 89.88326% | 0.00000% | 25.15129% |
| ghc-7.10.1-Odph | 94.70517% | 0.00000% | 33.93429% |
| ghc-8.0.1 | 93.07368% | 0.00000% | 33.00702% |
| ghc-8.0.1-O | 102.66829% | 0.00000% | 37.15243% |
| ghc-8.0.1-O2 | 91.47934% | 0.00000% | 28.94096% |
| ghc-8.0.1-Odph | 96.32525% | 0.00000% | 36.95452% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.01903 | 111.25542% | 100.00000% | 36.66839% | 40.79557% | 36.66839% | 0.80007 |
| ghc-7.0.1-O | 35 | 1.27413 | 139.10606% | 125.03306% | 30.77396% | 42.80844% | 38.47762% | 1.16178 |
| ghc-7.0.1-O2 | 35 | 1.11475 | 121.70515% | 109.39256% | 33.88273% | 41.23703% | 37.06519% | 0.85989 |
| ghc-7.0.1-Odph | 35 | 1.08499 | 118.45663% | 106.47269% | 28.03052% | 33.20401% | 29.84485% | 1.10678 |
| ghc-7.2.1 | 35 | 1.14349 | 124.84366% | 112.21355% | 27.83671% | 34.75236% | 31.23656% | 1.10999 |
| ghc-7.2.1-O | 35 | 0.98841 | 107.91192% | 96.99476% | 25.97080% | 28.02559% | 25.19031% | 0.85696 |
| ghc-7.2.1-O2 | 35 | 1.27011 | 138.66727% | 124.63866% | 33.72735% | 46.76880% | 42.03732% | 1.15651 |
| ghc-7.2.1-Odph | 35 | 1.01523 | 110.84042% | 99.62698% | 32.50994% | 36.03416% | 32.38868% | 0.82031 |
| ghc-7.4.1 | 35 | 1.12636 | 122.97279% | 110.53195% | 33.32445% | 40.98001% | 36.83417% | 1.10839 |
| ghc-7.4.1-O | 35 | 1.14662 | 125.18472% | 112.52011% | 32.89627% | 41.18111% | 37.01492% | 1.10959 |
| ghc-7.4.1-O2 | 35 | 1.22283 | 133.50574% | 119.99932% | 29.04257% | 38.77350% | 34.85089% | 1.15779 |
| ghc-7.4.1-Odph | 35 | 1.09120 | 119.13407% | 107.08159% | 29.09468% | 34.66167% | 31.15504% | 1.12031 |
| ghc-7.6.1 | 35 | 1.19767 | 130.75860% | 117.53009% | 29.02102% | 37.94747% | 34.10843% | 1.11623 |
| ghc-7.6.1-O | 35 | 1.10908 | 121.08677% | 108.83674% | 29.11291% | 35.25188% | 31.68554% | 1.09919 |
| ghc-7.6.1-O2 | 35 | 1.03172 | 112.64082% | 101.24525% | 32.59209% | 36.71200% | 32.99794% | 0.84354 |
| ghc-7.6.1-Odph | 35 | 1.18935 | 129.85011% | 116.71352% | 31.42685% | 40.80780% | 36.67938% | 1.10953 |
| ghc-7.8.1 | 35 | 1.02822 | 112.25877% | 100.90185% | 34.31174% | 38.51794% | 34.62118% | 0.81410 |
| ghc-7.8.1-O | 35 | 1.03310 | 112.79108% | 101.38031% | 31.81799% | 35.88785% | 32.25717% | 0.86770 |
| ghc-7.8.1-O2 | 35 | 1.04771 | 114.38592% | 102.81380% | 31.70725% | 36.26863% | 32.59943% | 0.83080 |
| ghc-7.8.1-Odph | 35 | 1.10027 | 120.12437% | 107.97170% | 34.27946% | 41.17798% | 37.01211% | 0.87753 |
| ghc-7.10.1 | 35 | 0.97283 | 106.21075% | 95.46569% | 30.64250% | 32.54563% | 29.25307% | 0.79690 |
| ghc-7.10.1-O | 35 | 0.97250 | 106.17477% | 95.43335% | 35.40620% | 37.59245% | 33.78932% | 0.79706 |
| ghc-7.10.1-O2 | 35 | 0.91594 | 100.00000% | 89.88326% | 25.15129% | 25.15129% | 22.60680% | 0.80677 |
| ghc-7.10.1-Odph | 35 | 0.96508 | 105.36463% | 94.70517% | 33.93429% | 35.75474% | 32.13753% | 0.80837 |
| ghc-8.0.1 | 35 | 0.94845 | 103.54951% | 93.07368% | 33.00702% | 34.17861% | 30.72085% | 0.78692 |
| ghc-8.0.1-O | 35 | 1.04622 | 114.22404% | 102.66829% | 37.15243% | 42.43700% | 38.14376% | 0.80159 |
| ghc-8.0.1-O2 | 30 | 0.93221 | 101.77572% | 91.47934% | 28.94096% | 29.45487% | 26.47500% | 0.80799 |
| ghc-8.0.1-Odph | 35 | 0.98159 | 107.16706% | 96.32525% | 36.95452% | 39.60308% | 35.59654% | 0.81148 |
csv
spectralnorm
Program: '2'
The following plot shows the rel means (means / min means) per input distribution for every implementation.
img
tex
tex_standalone
| mean score (mean(mean / mean of first impl)) | mean score std (std(mean / mean of first impl)) | mean rel std (mean(std / mean)) |
| ghc-7.0.1 | 100.00000% | 0.00000% | 31.43236% |
| ghc-7.0.1-O | 93.74600% | 0.00000% | 29.64629% |
| ghc-7.0.1-O2 | 95.97020% | 0.00000% | 34.46030% |
| ghc-7.0.1-Odph | 93.83525% | 0.00000% | 31.61665% |
| ghc-7.2.1 | 87.59827% | 0.00000% | 29.83029% |
| ghc-7.2.1-O | 82.85766% | 0.00000% | 35.79662% |
| ghc-7.2.1-O2 | 92.72557% | 0.00000% | 31.98407% |
| ghc-7.2.1-Odph | 90.50443% | 0.00000% | 33.50764% |
| ghc-7.4.1 | 98.15368% | 0.00000% | 31.05024% |
| ghc-7.4.1-O | 77.76157% | 0.00000% | 29.33615% |
| ghc-7.4.1-O2 | 84.11851% | 0.00000% | 34.54816% |
| ghc-7.4.1-Odph | 96.92386% | 0.00000% | 29.56956% |
| ghc-7.6.1 | 87.44398% | 0.00000% | 34.89870% |
| ghc-7.6.1-O | 81.89153% | 0.00000% | 28.39155% |
| ghc-7.6.1-O2 | 90.96011% | 0.00000% | 30.44734% |
| ghc-7.6.1-Odph | 92.56954% | 0.00000% | 31.18183% |
| ghc-7.8.1 | 80.47429% | 0.00000% | 33.96745% |
| ghc-7.8.1-O | 81.95345% | 0.00000% | 34.82168% |
| ghc-7.8.1-O2 | 75.64832% | 0.00000% | 31.43784% |
| ghc-7.8.1-Odph | 77.76566% | 0.00000% | 29.34938% |
| ghc-7.10.1 | 68.72123% | 0.00000% | 21.49603% |
| ghc-7.10.1-O | 74.10509% | 0.00000% | 30.59883% |
| ghc-7.10.1-O2 | 74.40859% | 0.00000% | 28.47762% |
| ghc-7.10.1-Odph | 79.84974% | 0.00000% | 29.08371% |
| ghc-8.0.1 | 75.95768% | 0.00000% | 30.01915% |
| ghc-8.0.1-O | 75.55379% | 0.00000% | 30.44788% |
| ghc-8.0.1-O2 | 72.23124% | 0.00000% | 28.79058% |
| ghc-8.0.1-Odph | 90.55752% | 0.00000% | 35.23490% |
csv
Input: ''
The following plot shows the actual distribution of the measurements for each implementation.
img
tex
tex_standalone
| n | mean | mean / best mean | mean / mean of first impl | std / mean | std / best mean | std / mean of first impl | median |
| ghc-7.0.1 | 35 | 1.28167 | 145.51545% | 100.00000% | 31.43236% | 45.73894% | 31.43236% | 1.56714 |
| ghc-7.0.1-O | 35 | 1.20152 | 136.41491% | 93.74600% | 29.64629% | 40.44196% | 27.79221% | 1.11468 |
| ghc-7.0.1-O2 | 35 | 1.23002 | 139.65147% | 95.97020% | 34.46030% | 48.12431% | 33.07162% | 1.13087 |
| ghc-7.0.1-Odph | 35 | 1.20266 | 136.54479% | 93.83525% | 31.61665% | 43.17089% | 29.66757% | 1.11464 |
| ghc-7.2.1 | 35 | 1.12272 | 127.46902% | 87.59827% | 29.83029% | 38.02437% | 26.13082% | 1.10469 |
| ghc-7.2.1-O | 35 | 1.06196 | 120.57070% | 82.85766% | 35.79662% | 43.16023% | 29.66024% | 0.87537 |
| ghc-7.2.1-O2 | 35 | 1.18844 | 134.93002% | 92.72557% | 31.98407% | 43.15611% | 29.65741% | 1.13787 |
| ghc-7.2.1-Odph | 35 | 1.15997 | 131.69792% | 90.50443% | 33.50764% | 44.12887% | 30.32590% | 1.09408 |
| ghc-7.4.1 | 35 | 1.25801 | 142.82877% | 98.15368% | 31.05024% | 44.34867% | 30.47695% | 1.12084 |
| ghc-7.4.1-O | 35 | 0.99665 | 113.15510% | 77.76157% | 29.33615% | 33.19535% | 22.81225% | 0.87104 |
| ghc-7.4.1-O2 | 35 | 1.07812 | 122.40543% | 84.11851% | 34.54816% | 42.28882% | 29.06139% | 0.84023 |
| ghc-7.4.1-Odph | 35 | 1.24224 | 141.03919% | 96.92386% | 29.56956% | 41.70467% | 28.65996% | 1.14702 |
| ghc-7.6.1 | 35 | 1.12074 | 127.24450% | 87.44398% | 34.89870% | 44.40667% | 30.51681% | 0.85395 |
| ghc-7.6.1-O | 35 | 1.04958 | 119.16483% | 81.89153% | 28.39155% | 33.83274% | 23.25027% | 1.09848 |
| ghc-7.6.1-O2 | 35 | 1.16581 | 132.36101% | 90.96011% | 30.44734% | 40.30041% | 27.69494% | 1.11961 |
| ghc-7.6.1-Odph | 35 | 1.18644 | 134.70298% | 92.56954% | 31.18183% | 42.00286% | 28.86488% | 1.13330 |
| ghc-7.8.1 | 35 | 1.03142 | 117.10252% | 80.47429% | 33.96745% | 39.77675% | 27.33507% | 0.83783 |
| ghc-7.8.1-O | 35 | 1.05037 | 119.25493% | 81.95345% | 34.82168% | 41.52657% | 28.53757% | 0.80990 |
| ghc-7.8.1-O2 | 30 | 0.96956 | 110.08000% | 75.64832% | 31.43784% | 34.60677% | 23.78220% | 0.80863 |
| ghc-7.8.1-Odph | 35 | 0.99670 | 113.16105% | 77.76566% | 29.34938% | 33.21206% | 22.82374% | 0.81317 |
| ghc-7.10.1 | 30 | 0.88078 | 100.00000% | 68.72123% | 21.49603% | 21.49603% | 14.77233% | 0.79562 |
| ghc-7.10.1-O | 35 | 0.94978 | 107.83435% | 74.10509% | 30.59883% | 32.99605% | 22.67529% | 0.80982 |
| ghc-7.10.1-O2 | 30 | 0.95367 | 108.27600% | 74.40859% | 28.47762% | 30.83443% | 21.18980% | 0.82012 |
| ghc-7.10.1-Odph | 30 | 1.02341 | 116.19371% | 79.84974% | 29.08371% | 33.79344% | 23.22326% | 0.82376 |
| ghc-8.0.1 | 30 | 0.97353 | 110.53016% | 75.95768% | 30.01915% | 33.18021% | 22.80185% | 0.80680 |
| ghc-8.0.1-O | 35 | 0.96835 | 109.94243% | 75.55379% | 30.44788% | 33.47514% | 23.00453% | 0.80552 |
| ghc-8.0.1-O2 | 30 | 0.92577 | 105.10761% | 72.23124% | 28.79058% | 30.26109% | 20.79579% | 0.81189 |
| ghc-8.0.1-Odph | 35 | 1.16065 | 131.77519% | 90.55752% | 35.23490% | 46.43086% | 31.90785% | 1.10364 |
csv