Complete result settings for Netflix dataset (table columns are sortable)
The experiments are described in Rooshenas and Lowd, Discriminative Structure Learning of Arithmetic Circuits, AIStats 16

Tree# C Max. EM Iteration Train CLL Validation CLL Test CLL Learning Time
1 2.000000 10 -10.294134 -10.467059 -10.479450 357.092001
1 0.500000 10 -10.294644 -10.462738 -10.477544 374.250924
1 0.500000 20 -10.294644 -10.462738 -10.477544 388.269629
1 0.100000 20 -10.301579 -10.460818 -10.476183 379.698898
1 1.000000 10 -10.294240 -10.466121 -10.478710 393.783264
1 1.000000 20 -10.294240 -10.466121 -10.478710 396.319855
1 0.100000 50 -10.301579 -10.460818 -10.476183 380.614658
1 2.000000 50 -10.294134 -10.467059 -10.479450 389.424042
1 0.100000 10 -10.301579 -10.460818 -10.476183 386.987941
1 2.000000 20 -10.294134 -10.467059 -10.479450 395.818667
1 1.000000 50 -10.294240 -10.466121 -10.478710 424.223351
1 0.500000 50 -10.294644 -10.462738 -10.477544 426.473045
2 2.000000 10 -10.179906 -10.572210 -10.565720 7060.446809
2 1.000000 10 -10.184134 -10.564602 -10.550689 7079.257393
2 0.500000 10 -10.179662 -10.565694 -10.553503 7160.582610
2 0.100000 10 -10.182250 -10.531780 -10.560915 7265.265110
3 0.500000 10 -10.053881 -10.672760 -10.662526 12899.793941
3 2.000000 10 -10.049750 -10.690373 -10.709394 12971.367019
3 0.100000 10 -10.064379 -10.608336 -10.618833 13052.359938
3 1.000000 10 -10.060114 -10.699775 -10.710377 13103.674603
2 0.500000 20 -10.175224 -10.564618 -10.563113 13210.119252
2 1.000000 20 -10.178973 -10.566691 -10.560585 13350.106617
2 0.100000 20 -10.177536 -10.536378 -10.561151 13345.084230
2 2.000000 20 -10.174528 -10.578370 -10.567775 13544.339512
2 0.100000 50 -10.176987 -10.534980 -10.560066 16013.803554
4 1.000000 10 -9.926991 -10.846145 -10.830292 19757.193209
4 0.500000 10 -9.913664 -10.791387 -10.792460 19816.038040
4 2.000000 10 -9.922444 -10.826966 -10.839728 19978.444044
4 0.100000 10 -9.930236 -10.725300 -10.746458 20045.235065
3 1.000000 20 -10.049665 -10.714519 -10.722747 24104.004518
3 0.500000 20 -10.044932 -10.684216 -10.681010 24137.493140
3 2.000000 20 -10.036783 -10.701488 -10.721082 24649.107908
3 0.100000 20 -10.043822 -10.649012 -10.653679 24751.665095
2 2.000000 50 -10.171808 -10.570739 -10.568095 26158.626201
2 1.000000 50 -10.174679 -10.570105 -10.566696 28436.922164
2 0.500000 50 -10.171667 -10.562632 -10.570566 29462.500715
4 1.000000 20 -9.913143 -10.886670 -10.873789 36494.869007
4 0.500000 20 -9.891602 -10.807454 -10.818273 37091.403026
4 2.000000 20 -9.901758 -10.869387 -10.873495 37579.926171
4 0.100000 20 -9.904856 -10.736508 -10.739235 38294.272089
3 0.500000 50 -10.035613 -10.700302 -10.688254 47046.554344
3 0.100000 50 -10.045899 -10.606266 -10.665110 54309.647753
3 1.000000 50 -10.037667 -10.714893 -10.729318 57867.199977
3 2.000000 50 -10.025347 -10.699373 -10.718801 58311.718212
4 1.000000 50 -9.902085 -10.897101 -10.897082 83922.031753
2 0.050000 10 -10.199729 -10.520087 -10.549286 7021.836066
2 0.010000 10 -10.345180 -10.563120 -10.577223 7550.679836
3 0.050000 10 -10.078594 -10.602303 -10.618342 13531.297403
3 0.010000 10 -10.269463 -10.581478 -10.596320 15694.622726