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Research map / Learning theory and algorithms / Submodular and game algorithms

Learning from Group Comparisons: Exploiting Higher Order Interactions

NeurIPS 2018 · Learning theory and algorithms › Submodular and game algorithms · approach: Opponent modeling and subgame solving · 16 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
model pairwise player interactions with full pairwise matrix (Basic HOI) instead of individual scores (LR)individual-score logistic regression · HotS Tournament (hero)accuracy (%): 59.73 -> 80.59Helped
model pairwise interactions with latent factors (Factorization HOI) instead of individual scores (LR)HOI model · HotS Tournament (hero)accuracy (%): 59.73 -> 77.84Helped
use Factorization HOI instead of LRindividual-score models · Dota 2 (player)accuracy (%): 65.98 -> 68.25Helped
use Factorization HOI instead of LRindividual-score models · HotS Public (player)accuracy (%): 54.01 -> 55.76Helped
use Factorization HOI instead of LRindividual-score models · HotS Public (hero)accuracy (%): 54.34 -> 54.75Helped
use Factorization HOI instead of Basic HOI when many individuals (ablation)HOI model · HotS Public (player)accuracy (%): 53.39 -> 55.76Helped
use Factorization HOI instead of Basic HOI when few individuals (heroes) (ablation)HOI model · HotS Tournament (hero)accuracy (%): 80.59 -> 77.84Hurt
use Basic HOI instead of Factorization HOI on large player set (30,452 players) (ablation)HOI model · Dota 2 (player)accuracy (%): oom vs 68.25Hurt
train Trueskill for 10 epochs instead of 1Trueskill · HotS Tournament (hero)accuracy (%): 62.90 -> 58.48No clear effect

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