D
David I. Inouye
Researcher at Purdue University
Publications - 30
Citations - 713
David I. Inouye is an academic researcher from Purdue University. The author has contributed to research in topics: Poisson distribution & Univariate. The author has an hindex of 9, co-authored 29 publications receiving 494 citations. Previous affiliations of David I. Inouye include Georgia Institute of Technology & University of Texas at Austin.
Papers
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Proceedings Article
Capturing Semantically Meaningful Word Dependencies with an Admixture of Poisson MRFs
TL;DR: A fast algorithm for the Admixture of Poisson MRFs (APM) topic model is developed and a novel evaluation metric based on human evocation scores between word pairs is proposed, demonstrating the superiority of APM over previous topic models for identifying semantically meaningful word dependencies.
VisIRR: Interactive Visual Information Retrieval and Recommendation for Large-scale Document Data
Jaegul Choo,Changhyun Lee,Edward Clarkson,Zhicheng Liu,Hanseung Lee,Duen Horng Chau,Fuxin Li,Ramakrishnan Kannan,Charles D. Stolper,David I. Inouye,Nishant A. Mehta,Hua Ouyang,Subhojit Som,Alexander G. Gray,John Stasko,Haesun Park +15 more
TL;DR: Research areas: Machine learning, Data mining, Information visualization, Visual analytics, Text visualization.
Journal ArticleDOI
Towards Explaining Distribution Shifts
Sean Kulinski,David I. Inouye +1 more
TL;DR: This work uses quintessential examples of distribution shift in simulated and real-world cases to showcase how the interpretable mappings provide a better balance between detail and interpretability than the de facto standard mean shift explanation by both visual inspection and the PercentExplained metric.
Proceedings Article
Shapley Explanation Networks
TL;DR: Wang et al. as discussed by the authors proposed to incorporate Shapley values themselves as latent representations in deep models, which enables layer-wise explanations, explanation regularization of the model during training, and fast explanation computation at test time.
Posted Content
Generalized Root Models: Beyond Pairwise Graphical Models for Univariate Exponential Families
TL;DR: A novel k-way high-dimensional graphical model called the Generalized Root Model (GRM) that explicitly models dependencies between variable sets of size k > 2 and it is shown that the Poisson GRM has no restrictions on the parameters and the exponential GRM only has a restriction akin to negative definiteness.