We present an adaptive tester for the unateness property of Boolean functions. Given a function f:{0,1}^n -> {0,1} the tester makes O(n log(n)/epsilon) adaptive queries to the function. The tester always accepts a unate function, and rejects with probability at least 0.9 if a function is epsilon-far from being unate
A function f:{0,1}^n - > {0,1} is said to be k-monotone if it flips between 0 and 1 at most k times ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2009.This electronic v...
We consider the problem of inference on a regression function at a point when the entire function sa...
We study the problem of testing unateness of functions f:{0,1}^d -> R. We give an O(d/epsilon . log(...
Testing monotonicity of a Boolean function f:{0,1}^n -> {0,1} is an important problem in the field o...
We give the first super-polynomial (in fact, mildly exponential) lower bounds for tolerant testing (...
We introduce a new model for testing graph properties which we call the rejection sampling model. We...
We show that every algorithm for testing n-variate Boolean functions for monotonicity has query comp...
We give a poly(log(n),1/epsilon)-query adaptive algorithm for testing whether an unknown Boolean fun...
AbstractWe show that a boolean valued function over n variables, where each variable ranges in an ar...
The field of property testing has been studied for decades, and Boolean functions are among the most...
We give a new lower bound on the query complexity of any non-adaptive algorithm for testing whether ...
We prove that any non-adaptive algorithm that tests whether an unknown Boolean function f is a k-jun...
We consider the problem of testing whether an unknown n-variable Boolean function is a k-junta in th...
© Ronitt Rubinfeld and Arsen Vasilyan. The noise sensitivity of a Boolean function f : {0, 1}n → {0,...
A function f:{0,1}^n - > {0,1} is said to be k-monotone if it flips between 0 and 1 at most k times ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2009.This electronic v...
We consider the problem of inference on a regression function at a point when the entire function sa...
We study the problem of testing unateness of functions f:{0,1}^d -> R. We give an O(d/epsilon . log(...
Testing monotonicity of a Boolean function f:{0,1}^n -> {0,1} is an important problem in the field o...
We give the first super-polynomial (in fact, mildly exponential) lower bounds for tolerant testing (...
We introduce a new model for testing graph properties which we call the rejection sampling model. We...
We show that every algorithm for testing n-variate Boolean functions for monotonicity has query comp...
We give a poly(log(n),1/epsilon)-query adaptive algorithm for testing whether an unknown Boolean fun...
AbstractWe show that a boolean valued function over n variables, where each variable ranges in an ar...
The field of property testing has been studied for decades, and Boolean functions are among the most...
We give a new lower bound on the query complexity of any non-adaptive algorithm for testing whether ...
We prove that any non-adaptive algorithm that tests whether an unknown Boolean function f is a k-jun...
We consider the problem of testing whether an unknown n-variable Boolean function is a k-junta in th...
© Ronitt Rubinfeld and Arsen Vasilyan. The noise sensitivity of a Boolean function f : {0, 1}n → {0,...
A function f:{0,1}^n - > {0,1} is said to be k-monotone if it flips between 0 and 1 at most k times ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2009.This electronic v...
We consider the problem of inference on a regression function at a point when the entire function sa...