Add to ORKGWe present improved algorithms for testing monotonicity of functions. Namely, given the ability to query an unknown function f: n 7! , where and are nite ordered sets, the test always accepts a monotone f, and rejects f with high probability if it is -far from being monotone (i.e., every monotone function diers from f on more than an fraction of the domain). For any > 0, the query complexity of the test is O((n=) log jj log jj). The previous best known bound was O((
Much work has been done on learning various classes of “simple ” monotone functions under the unifor...
AbstractAn ϵ-test for a property P of functions from D={1,…,d} to the positive integers is a randomi...
Abstract. In standard property testing, the task is to distinguish be-tween objects that have a prop...
We present improved algorithms for testing monotonicity of functions. Namely, given the ability to q...
Abstract We present improved algorithms for testing monotonicity of functions. Namely, given the abi...
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 ...
textabstractWe show that every algorithm for testing n-variate Boolean functions for monotonicity ha...
Thesis (S.M.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Computer S...
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 ...
A Boolean k-monotone function defined over a finite poset domain D alternates between the values 0 a...
We show that every algorithm for testing n-variate Boolean functions for monotonicity has query comp...
Kyureghyan M. Monotonicity checking. Bielefeld (Germany): Bielefeld University; 2004.The monotonicit...
Kyureghyan M. Monotonicity checking. Bielefeld (Germany): Bielefeld University; 2004.The monotonicit...
Abstract: For positive integers n,d, the hypergrid [n]d is equipped with the coordinatewise product ...
Abstract. For positive integers n, d, consider the hypergrid [n]d with the coordinate-wise product p...
Much work has been done on learning various classes of “simple ” monotone functions under the unifor...
AbstractAn ϵ-test for a property P of functions from D={1,…,d} to the positive integers is a randomi...
Abstract. In standard property testing, the task is to distinguish be-tween objects that have a prop...
We present improved algorithms for testing monotonicity of functions. Namely, given the ability to q...
Abstract We present improved algorithms for testing monotonicity of functions. Namely, given the abi...
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 ...
textabstractWe show that every algorithm for testing n-variate Boolean functions for monotonicity ha...
Thesis (S.M.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Computer S...
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 ...
A Boolean k-monotone function defined over a finite poset domain D alternates between the values 0 a...
We show that every algorithm for testing n-variate Boolean functions for monotonicity has query comp...
Kyureghyan M. Monotonicity checking. Bielefeld (Germany): Bielefeld University; 2004.The monotonicit...
Kyureghyan M. Monotonicity checking. Bielefeld (Germany): Bielefeld University; 2004.The monotonicit...
Abstract: For positive integers n,d, the hypergrid [n]d is equipped with the coordinatewise product ...
Abstract. For positive integers n, d, consider the hypergrid [n]d with the coordinate-wise product p...
Much work has been done on learning various classes of “simple ” monotone functions under the unifor...
AbstractAn ϵ-test for a property P of functions from D={1,…,d} to the positive integers is a randomi...
Abstract. In standard property testing, the task is to distinguish be-tween objects that have a prop...