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Michael Habeck
Neural Information Processing SystemsNov-21-2025, 08:33:47 GMT
The marginal likelihood, or model evidence, is a key quantity in Bayesian parameter estimation and model comparison.
Yoav Wald, Amir Globerson
Neural Information Processing SystemsNov-21-2025, 07:46:46 GMT
Conditional probabilities are a core concept in machine learning.
Daniil Ryabko
Neural Information Processing SystemsNov-21-2025, 07:17:42 GMT
Since mutual independence is the target, pairwise similarity measurements are of no use, and thus traditional clustering algorithms are inapplicable.
Qinliang Su, xuejun Liao, Lawrence Carin
Neural Information Processing SystemsNov-21-2025, 07:07:33 GMT
We present a probabilistic framework for nonlinearities, based on doubly truncated Gaussian distributions.
Brenda Betancourt, Giacomo Zanella, Jeffrey W. Miller, Hanna Wallach, Abbas Zaidi, Beka Steorts
Neural Information Processing SystemsNov-21-2025, 06:47:43 GMT
However, for some applications, this assumption is inappropriate.
Alex M. Lamb, Devon Hjelm, Yaroslav Ganin, Joseph Paul Cohen, Aaron C. Courville, Yoshua Bengio
Neural Information Processing SystemsNov-21-2025, 06:38:01 GMT
GibbsNet is the best of both worlds both in theory and in practice.
Chengyue Gong, win-bin huang
Neural Information Processing SystemsNov-21-2025, 06:02:46 GMT
A new model, named as deep dynamic poisson factorization model, is proposed in this paper for analyzing sequential count vectors.
Yuhao Wang, Liam Solus, Karren Yang, Caroline Uhler
Neural Information Processing SystemsNov-21-2025, 06:01:52 GMT
In this paper, we present two algorithms of this type and prove that both are consistent under the faithfulness assumption.
Volodymyr Kuleshov, Stefano Ermon
Neural Information Processing SystemsNov-21-2025, 04:57:54 GMT
Our approach offers a number of advantages over previous methods.
Long Jin, Justin Lazarow, Zhuowen Tu
Neural Information Processing SystemsNov-21-2025, 04:46:53 GMT
We employ a reclassification-by-synthesis algorithm to perform training using a formulation stemmed from the Bayes theory.