The \emph{orbit} of an n-variate polynomial f(\var x) over a field \F, denoted by \orbit{f}, is the set of polynomials obtained by applying invertible affine transformations on the variables of f(\var x), and the orbit of a polyn
Prof. Arkadev Chattopadhayay (TIFR), Prof. Prahladh Harsha (TIFR), Prof. Mahan Maharaj (TIFR), Prof. Hariharan Narayanan (TIFR), Prof. Jaikumar Radhakrishnan (TIFR)
Time:
Wednesday, 19 May 2021, 16:00 to 17:30
Covering Contributions of Abel Laureate Avi Wigderson
Arkadev Chattopadhyay "Games Avi Plays To Prove Hardness"
Prahlad Harsha "How Avi copes with Difficulty: A computational perspective on randomness and knowledge"
I will present the 2013 NIPS paper by Dan Russo and Van Roy where they introduce the notion of Eluder dimension and use it to analyse the UCB and Thompson Sampling algorithms.
As a tribute to Homi Bhabha on his birth centenary year, a book entitled “Homi Bhabha and the Computer Revolution” edited by RK Shyamasundar (TIFR) and MA Pai (UIUC) is being released on 18 Feb 2011 at TIFR.
