MO1.R1.2

An entropic inequality in finite Abelian groups analogous to the unified Brascamp-Lieb and Entropy Power Inequality

Chin Wa (Ken) Lau, Chandra NAIR, The Chinese University of Hong Kong, Hong Kong SAR of China
Session:
Student Paper Award 1
Track:
21: Other topics
Location:
Ballroom II & III
Presentation Time:
Mon, 8 Jul, 10:25 - 10:45
Session Chair:
Aaron Wagner, Cornell University
Presentation
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Discussion
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Session MO1.R1
MO1.R1.1: MSR Codes with Linear Field Size and Smallest Sub-packetization for Any Number of Helper Nodes
Guodong Li, Ningning Wang, Sihuang Hu, Shandong University, China; Min Ye, na, China
MO1.R1.2: An entropic inequality in finite Abelian groups analogous to the unified Brascamp-Lieb and Entropy Power Inequality
Chin Wa (Ken) Lau, Chandra NAIR, The Chinese University of Hong Kong, Hong Kong SAR of China
MO1.R1.3: Neural Network Equalizers and Successive Interference Cancellation for Bandlimited Channels with a Nonlinearity
Daniel Plabst, Tobias Prinz, Francesca Diedolo, Thomas Wiegart, Technical University of Munich, Germany; Georg Böcherer, Huawei Technologies Düsseldorf GmbH, Germany; Norbert Hanik, Gerhard Kramer, Technical University of Munich, Germany
Resources
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