TH1.R4.2

Symmetric Entropy Regions of Degrees Six and Seven

Zihan Li, Shaocheng Liu, Qi Chen, Xidian University, China
Session:
Information Measures 1
Track:
9: Information Measures
Location:
Omikron II
Presentation Time:
Thu, 11 Jul, 10:05 - 10:25
Session Chair:
Haim Permuter, Ben Gurion University
Abstract
THIS PAPER IS ELIGIBLE FOR THE STUDENT PAPER AWARD. In this paper, we classify all G-symmetric almost entropic regions according to whether they can be fully characterized by Shannon-type inequalities, where G is a permutation group of degree 6 or 7.
Session TH1.R4
TH1.R4.1: InfoMat: A Tool for the Analysis and Visualization Sequential Information Transfer
Dor Tsur, Haim Permuter, Ben Gurion University of the Negev, Israel
TH1.R4.2: Symmetric Entropy Regions of Degrees Six and Seven
Zihan Li, Shaocheng Liu, Qi Chen, Xidian University, China
TH1.R4.3: Variational Characterizations of Sibson’s α-Mutual Information
Amedeo Roberto Esposito, ISTA, Austria; Michael Gastpar, EPFL, Switzerland; Ibrahim Issa, American University of Beirut, Lebanon
TH1.R4.4: Neural Estimation of Entropic Optimal Transport
Tao Wang, University of Pennsylvania, United States; Ziv Goldfeld, Cornell University, United States
Resources
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