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A Wringing Method: An Elementary Proof of the Strong Converse Theorem for Multiple-Access Channels BOOK CHAPTER published 2019 in Probabilistic Methods and Distributed Information |
A Strong Converse Theorem for Quantum Multiple Access Channels JOURNAL ARTICLE published August 2005 in Electronic Notes in Discrete Mathematics |
A Proof of the Strong Converse Theorem for Gaussian Multiple Access Channels JOURNAL ARTICLE published August 2016 in IEEE Transactions on Information Theory Research funded by NUS (R-263-000-A98-750/133) | Ministry of Education Tier 2, Singapore (R-263-000-B61-112) | National University of Singapore Young Investigator Award (R-263-000-B37-133) |
A proof of the strong converse theorem for Gaussian multiple access channels PROCEEDINGS ARTICLE published October 2015 in 2015 IEEE Information Theory Workshop - Fall (ITW) |
A Strong Converse Theorem for Quantum Multiple Access Channels BOOK CHAPTER published 2006 in Lecture Notes in Computer Science |
Strong converse to the quantum channel coding theorem JOURNAL ARTICLE published 1999 in IEEE Transactions on Information Theory |
Strong converse for identification via quantum channels JOURNAL ARTICLE published March 2002 in IEEE Transactions on Information Theory |
Addendum to "Strong converse for identification via quantum channels" JOURNAL ARTICLE published January 2003 in IEEE Transactions on Information Theory |
Converse proof of the channel coding theorem OTHER published 19 February 2009 in Classical and Quantum Information Theory |
A Proof of the Strong Converse Theorem for Gaussian Broadcast Channels via the Gaussian Poincaré Inequality JOURNAL ARTICLE published December 2017 in IEEE Transactions on Information Theory Research funded by National University of Singapore Young Investigator Award (R-263-000-B37-133) | Ministry of Education Tier 2 (R-263-000-B61-112) |
A simple proof of the Ahlswede - Csiszár one-bit theorem (Corresp.) JOURNAL ARTICLE published November 1983 in IEEE Transactions on Information Theory |
An Elementary Proof of Jin's Theorem with a Bound JOURNAL ARTICLE published 22 May 2014 in The Electronic Journal of Combinatorics |
A Wringing-Based Proof of a Second-Order Converse for the Multiple-Access Channel under Maximal Error Probability PROCEEDINGS ARTICLE published 12 July 2021 in 2021 IEEE International Symposium on Information Theory (ISIT) Research funded by National Science Foundation (CCF-1908725,CCF-1901243) |
Converse coding theorem for the identification via multiple access channels PROCEEDINGS ARTICLE published in Proceedings of the IEEE Information Theory Workshop |
A Second-Order Converse Bound for the Multiple-Access Channel via Wringing Dependence JOURNAL ARTICLE published June 2022 in IEEE Transactions on Information Theory Research funded by National Science Foundation (CCF-1453718,CCF-1908725) |
Coding theorem and strong converse for quantum channels JOURNAL ARTICLE published 1999 in IEEE Transactions on Information Theory |
Universal coding for the Slepian-Wolf data compression system and the strong converse theorem JOURNAL ARTICLE published 1994 in IEEE Transactions on Information Theory |
The strong converse theorem for hypothesis testing JOURNAL ARTICLE published 1989 in IEEE Transactions on Information Theory |
On source coding with side information via a multiple-access channel and related problems in multi-user information theory JOURNAL ARTICLE published May 1983 in IEEE Transactions on Information Theory |
Converse Bounds on Modulation-Estimation Performance for the Gaussian Multiple-Access Channel JOURNAL ARTICLE published February 2018 in IEEE Transactions on Information Theory |