2020 IEEE International Symposium
on Information Theory
21-26 June 2020 • Los Angeles, California, USA
S.8: Information Inequalities | |
| Session Type: Lecture | |
| Track: Shannon Theory | |
| Virtual Session: View on Virtual Platform | |
| Session Chair: Wei Yu, University of Toronto | |
| S.8.1: Constrained Functional Value under General Convexity Conditions with Applications to Distributed Simulation | |
| Click here to download the manuscript | |
| Click here to view the Virtual Presentation | |
| Yanjun Han; Stanford University | |
| S.8.2: The Courtade-Kumar Most Informative Boolean Function Conjecture and a Symmetrized Li-Médard Conjecture are Equivalent | |
| Click here to download the manuscript | |
| Click here to view the Virtual Presentation | |
| Leighton Pate Barnes; Stanford University | |
| Ayfer Ozgur; Stanford University | |
| S.8.3: Information Constrained Optimal Transport: From Talagrand, to Marton, to Cover | |
| Click here to download the manuscript | |
| Click here to view the Virtual Presentation | |
| Yikun Bai; University of Delaware | |
| Xiugang Wu; University of Delaware | |
| Ayfer Ozgur; Stanford University | |
Plan Ahead
2021 IEEE International Symposium on Information Theory
11-16 July 2021 | Melbourne, Victoria, Australia
