Complete result settings for 20 Newsgroup dataset (table columns are sortable)
The experiments are described in Rooshenas and Lowd, Discriminative Structure Learning of Arithmetic Circuits, AIStats 16

Split Penalty Standard Deviation L1 Penalty Initial Evidence Train CLL Validation CLL Test CLL Node# Edge# Feature# Learning Time
5 0.5 2 1 -26.840825 -24.191849 -30.082908 9110 10351 2702 68240.412879
5 0.5 1 1 -26.836530 -24.194283 -30.088749 9140 10393 2714 68371.555943
5 0.5 2 5 -26.751454 -24.098334 -29.993697 9255 10554 2760 68692.176201
5 0.5 2 10 -26.751454 -24.098334 -29.993697 9255 10554 2760 68903.397090
5 0.5 1 5 -26.773589 -24.127955 -30.024602 9205 10484 2740 69353.051732
5 0.1 2 10 -26.789926 -24.123542 -30.008188 9120 10365 2706 69291.406105
2 0.5 1 5 -26.818138 -24.143480 -30.073021 9210 10491 2742 68554.560122
5 0.1 1 1 -26.852485 -24.198973 -30.083958 9075 10302 2688 68634.839918
5 0.5 0.5 10 -26.779802 -24.127850 -30.048753 9195 10470 2736 68634.331995
2 0.5 2 1 -26.899402 -24.215519 -30.134992 9075 10302 2688 68667.193999
2 0.1 2 1 -26.904042 -24.214354 -30.125864 9035 10246 2672 68719.377066
2 0.1 1 1 -26.907333 -24.219052 -30.135176 9040 10253 2674 68703.436489
5 0.5 0.5 1 -26.841028 -24.195103 -30.106678 9135 10386 2712 68753.089941
5 0.1 2 1 -26.856788 -24.199784 -30.077931 9055 10274 2680 68753.791834
2 0.5 1 10 -26.816419 -24.145106 -30.074913 9225 10512 2748 68802.999353
2 0.5 2 5 -26.814907 -24.137597 -30.060266 9190 10463 2734 68874.170533
2 0.5 0.5 10 -26.824578 -24.164056 -30.083987 9215 10498 2744 68975.826080
5 0.5 1 10 -26.770321 -24.118535 -30.022215 9220 10505 2746 68952.026698
2 0.5 1 1 -26.894387 -24.211112 -30.140772 9135 10386 2712 69044.628620
2 0.1 2 10 -26.829393 -24.147955 -30.056221 9105 10344 2700 69064.530595
2 0.1 0.5 10 -26.819340 -24.140739 -30.079714 9185 10456 2732 69085.293438
5 0.1 0.5 10 -26.771634 -24.112919 -30.016743 9195 10470 2736 69136.404668
5 0.1 2 5 -26.773760 -24.114282 -30.003387 9165 10428 2724 69184.390373
2 0.5 0.5 1 -26.898893 -24.229636 -30.151427 9155 10414 2720 69173.793984
5 0.1 0.5 5 -26.765254 -24.107983 -30.018527 9220 10505 2746 69286.135905
5 0.5 0.5 5 -26.783217 -24.128963 -30.053148 9190 10463 2734 69252.785975
2 0.5 0.5 5 -26.826992 -24.165629 -30.084044 9205 10484 2740 69358.415918
5 0.1 0.5 1 -26.817951 -24.163732 -30.068789 9185 10456 2732 69328.501465
2 0.1 0.5 1 -26.894476 -24.213153 -30.145606 9120 10365 2706 69347.408591
2 0.1 2 5 -26.816988 -24.140449 -30.057246 9135 10386 2712 69444.012905
2 0.1 0.5 5 -26.818272 -24.141035 -30.079949 9200 10477 2738 69494.557220
2 0.5 2 10 -26.809512 -24.138037 -30.093179 9205 10484 2740 78278.158910
2 0.1 1 10 -26.809836 -24.135437 -30.108949 9195 10470 2736 79163.195364
2 0.1 1 5 -26.817660 -24.144187 -30.094126 9180 10449 2730 79686.467815
5 0.1 1 5 -26.751181 -24.095697 -30.032140 9250 10547 2758 81948.823884
5 0.1 1 10 -26.766305 -24.108185 -30.026370 9215 10498 2744 optimization.
5 0.5 0.5 20 -26.779802 -24.127850 -30.048753 9195 10470 2736 optimization.
5 0.5 2 20 -26.773557 -24.116128 -30.002763 9190 10463 2734 optimization.
5 0.5 1 20 -26.773589 -24.127955 -30.024602 9205 10484 2740 optimization.
5 0.1 2 20 -26.789926 -24.123542 -30.008188 9120 10365 2706 optimization.
5 0.1 0.5 20 -26.789092 -24.133321 -30.040464 9140 10393 2714 optimization.
5 0.1 1 20 -26.769855 -24.111632 -30.028554 9200 10477 2738 optimization.