Dear Colleague,
We are pleased to introduce webinars (online seminars) on Banach spaces and related topics via zoomhttps://zoom.us/ on Fridays at 9am central US time. The idea emerged from the fact that there are relatively small number of researchers in the area scattered around the world, and so conducting a regular online seminar where anyone can participate in the convenience of their home makes a lot of sense.
How will it work?
To participate simply click on the link provided for the seminar and follow instructions. If it is your first time using zoom, you will likely be asked to download the app first. You can click on the link anytime before the meeting to do so. When you join the meeting your microphone is muted by default, so feel free to join anytime there won’t be any unwanted interruptions by doing so. It is interactive; you unmute the mic and ask questions or comments, or click on raise hand button to get speakers’ attention, or chat via on screen text with participants, or simply sit quietly and listen to the talk.
Giving a talk is also very easy. It requires minimal tech. For instance, a computer with webcam and Ipad to write on is sufficient. To demonstrate this and to kick off seminars I will give the first talk on this Friday, February 7 at 9am central. Below is the invitation.
If you like to speak please send me an email and I will schedule it and help with the set up. Please consider giving a talk and help support webinars keep going.
Below is the abstract and invitation of the first talk.
Best regards,
Bunyamin Sari University of North Texas ____________________________________________ Title: On Sanders’ proof of inequivalence of Walsh and trigonometric systems
Abstract. We will speak on Tom Sanders recent proofhttps://arxiv.org/abs/1901.03109 that Walsh system in any order is not equivalent to trigonometric basis in $L_p$. The proof uses interesting ideas from additive combinatorics and discrete Fourier analysis which we will present some of the details. _____________________________________________
Bunyamin Sari is inviting you to a scheduled Zoom meeting.
Topic: Banach spaces webinar Time: Feb 7, 2020 09:00 AM Central Time (US and Canada)
Join Zoom Meeting https://unt.zoom.us/j/353774017
Meeting ID: 353 774 017
One tap mobile +16699006833,,353774017# US (San Jose) +19294362866,,353774017# US (New York)
Dial by your location +1 669 900 6833 US (San Jose) +1 929 436 2866 US (New York) Meeting ID: 353 774 017 Find your local number: https://unt.zoom.us/u/appFn0jty
Join by SIP 353774017@zoomcrc.commailto:353774017@zoomcrc.com
Join by H.323 162.255.37.11 (US West) 162.255.36.11 (US East) 221.122.88.195 (China) 115.114.131.7 (India Mumbai) 115.114.115.7 (India Hyderabad) 213.19.144.110 (EMEA) 103.122.166.55 (Australia) 209.9.211.110 (Hong Kong) 64.211.144.160 (Brazil) 69.174.57.160 (Canada) 207.226.132.110 (Japan) Meeting ID: 353 774 017
Join by Skype for Business https://unt.zoom.us/skype/353774017