On Log-rank Conjecture of XOR functions (Shengyu Zhang)


Log-rank conjecture asserts that the communication complexity of a matrix is polynomially related to the logarithm of its rank. The general conjecture appears notoriously hard, and the last couple of years witnessed interestign progress of the conjecture on the special classes of XOR functions. In this talk, we’ll introduce the problem, survey some recent results, and suggest some seeming promising approaches.


2017-06-14   14:50 ~ 15:35   


Shengyu Zhang, The Chinese University of Hong Kong


Room 102, No.100 Wudong Road, School of Information Management & Engineering, Shanghai University of Finance & Economics