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Mokshay Madiman

Affiliations: 
2013 Yale University, New Haven, CT 
 2013- University of Delaware, Newark, DE, United States 
Area:
General Physics, Mathematics
Website:
https://www.mathsci.udel.edu/people/faculty/madiman
Google:
"Mokshay Madiman"
Bio:

http://www.stat.yale.edu/~mm888/
https://books.google.com/books?id=2q8vAQAAIAAJ

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Parents

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Ioannis Kontoyiannis grad student 2006 Brown
 (Topics in information theory , probability , and statistics)

Children

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Liyao Wang grad student 2014 Yale

Collaborators

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Publications

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Aishwarya G, Madiman M. (2020) Conditional Rényi Entropy and the Relationships between Rényi Capacities. Entropy (Basel, Switzerland). 22
Fradelizi M, Li J, Madiman M. (2020) Concentration of information content for convex measures Electronic Journal of Probability. 25
Madiman M, Ghassemi F. (2019) Combinatorial Entropy Power Inequalities: A Preliminary Study of the Stam Region Ieee Transactions On Information Theory. 65: 1375-1386
Madiman M, Wang L, Woo JO. (2019) Majorization and Rényi entropy inequalities via Sperner theory Discrete Mathematics. 342: 2911-2923
Gozlan N, Madiman M, Roberto C, et al. (2019) Deviation Inequalities For Convex Functions Motivated By The Talagrand Conjecture Journal of Mathematical Sciences. 238: 453-462
Fradelizi M, Madiman M, Marsiglietti A, et al. (2018) The convexification effect of Minkowski summation Arxiv: Functional Analysis. 5: 1-64
Madiman M, Kontoyiannis I. (2018) Entropy Bounds on Abelian Groups and the Ruzsa Divergence Ieee Transactions On Information Theory. 64: 77-92
Li J, Fradelizi M, Madiman M. (2016) Information concentration for convex measures Ieee International Symposium On Information Theory - Proceedings. 2016: 1128-1132
Fradelizi M, Madiman M, Marsiglietti A, et al. (2016) Do Minkowski averages get progressively more convex? Comptes Rendus Mathematique. 354: 185-189
Woo JO, Madiman M. (2015) A discrete entropy power inequality for uniform distributions Ieee International Symposium On Information Theory - Proceedings. 2015: 1625-1629
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