Comments on: Random Walks on Quantum Groups: Outlook
https://jpmccarthymaths.com/2017/05/21/random-walks-on-quantum-groups-outlook/
Last year's maths is easy, this year's maths is hard and next year's maths is impossible.Fri, 01 May 2020 14:05:34 +0000
hourly
1 http://wordpress.com/
By: Research: What Next? | J.P. McCarthy: Math Page
https://jpmccarthymaths.com/2017/05/21/random-walks-on-quantum-groups-outlook/#comment-8553
Fri, 01 May 2020 14:05:34 +0000http://jpmccarthymaths.com/?p=7778#comment-8553[…] 2017, shortly after completing my PhD and giving a talk on it at a conference in Seoul, I wrote a post describing the outlook for my […]
]]>
By: Random Walks: Questions for The Future | J.P. McCarthy: Math Page
https://jpmccarthymaths.com/2017/05/21/random-walks-on-quantum-groups-outlook/#comment-6336
Fri, 16 Feb 2018 17:40:00 +0000http://jpmccarthymaths.com/?p=7778#comment-6336[…] May 2017 I wrote down some problems that I hoped to look at in my study of random walks on quantum groups. Following work of Amaury […]
]]>
By: The Cut-Off Phenomenon in Random Walks on Compact Quantum Groups | J.P. McCarthy: Math Page
https://jpmccarthymaths.com/2017/05/21/random-walks-on-quantum-groups-outlook/#comment-6332
Tue, 13 Feb 2018 13:50:38 +0000http://jpmccarthymaths.com/?p=7778#comment-6332[…] Cut-off phenomenon for random walks on free orthogonal quantum groups, that answers so many of these questions, some of which appeared as natural further problems in my PhD […]
]]>