Nondeterministic Communication Complexity with Help and Graph Functions

10/25/2017
by   Adi Shraibman, et al.
0

We define nondeterministic communication complexity in the model of communication complexity with help of Babai, Hayes and Kimmel. We use it to prove logarithmic lower bounds on the NOF communication complexity of explicit graph functions, which are complementary to the bounds proved by Beame, David, Pitassi and Woelfel.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
09/13/2017

Lower Bounds for Approximating Graph Parameters via Communication Complexity

We present a new framework for proving query complexity lower bounds for...
research
11/09/2018

The layer complexity of Arthur-Merlin-like communication

In communication complexity the Arthur-Merlin (AM) model is the most nat...
research
02/25/2022

Bounds on Determinantal Complexity of Two Types of Generalized Permanents

We define two new families of polynomials that generalize permanents and...
research
03/06/2018

On Simple Back-Off in Complicated Radio Networks

In this paper, we study local and global broadcast in the dual graph mod...
research
07/03/2021

Average-Case Communication Complexity of Statistical Problems

We study statistical problems, such as planted clique, its variants, and...
research
11/03/2017

A Rudimentary Model for Low-Latency Anonymous Communication Systems

In this paper we present a rudimentary model for low-latency anonymous c...
research
02/05/2019

The Hardest Halfspace

We study the approximation of halfspaces h:{0,1}^n→{0,1} in the infinity...

Please sign up or login with your details

Forgot password? Click here to reset