Complexity seminar
Linear separation complexity of a random function
Friday, 18. March 2022 - 14:00 to 15:30
in IM, rear building, ground floor
Linear separation complexity of a Boolean function is a measure of how hard it is to distinguish accepting and rejecting inputs by means of a linear program. I will discuss nontrivial upper and lower bounds on separation complexity of a random function.
Joint work with Navid Talebanfard
published by Pavel Pudlák on Wed, 16/03/2022 - 16:06