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Markov-modulated Marked Poisson Processes for Check-in Data

ICML 2016 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Likelihood-free and graphical model estimation · 16 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
add user preference vector to basic MJP (ablation)MJP · NYC check-in prediction, gap 0AUC: 0.927 -> 0.947Helped
add user preference vector to basic MJP (ablation)MJP · NYC check-in prediction, gap 1 dayAUC: 0.870 -> 0.876Helped
add user preference vector to basic MJP (ablation)MJP · NYC check-in prediction, gap .1 yearAUC: 0.713 -> 0.822Helped
model sequential MJP instead of LDA bag-of-locationspreference-MJP · NYC check-in prediction, gap 0AUC: 0.794 -> 0.947Helped
LDA vs history-all heuristicLDA · NYC check-in prediction, gap 0AUC: 0.838 -> 0.794Hurt
use last 5 check-ins rather than last 1 or all historyhistory heuristic · NYC check-in prediction, gap .1 yearAUC: 0.710 -> 0.792Helped
increase prediction gapMJP · NYC check-in predictionAUC: 0.927 -> 0.713Hurt
increase prediction gappreference-MJP · NYC check-in predictionAUC: 0.947 -> 0.822Hurt
preference-MJP vs LDA for predicting check-in probabilitypreference-MJP · NYC check-in prediction probability, gap 0absolute error: 0.252 -> 0.190Helped
preference-MJP vs LDA on Florida datapreference-MJP · Orlando prediction, gap .1 yearAUC: 0.756 -> 0.801Helped
preference-MJP vs best baseline for anomaly detectionpreference-MJP · Anomaly detectionAUC: 0.713 -> 0.864Helped
grid size of histogram baselinegrid baselines · Anomaly detectionAUCNo clear effect

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