📄 isamu.m
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function tf = isAmu(f,mu,B)
% SYNTAX: tf = isAmu(f,mu,[B])
% This function returns 1 or 0 (true or false) depending on whether the Boolean function
% specified by the truth table f belongs on the class <A^mu>, where mu is an input
% parameter. mu should also be at least 2.
% Ilya Shmulevich; 08/29/02
%
% Modified: 19/09/02 by HL
% Function was revised and renamed. A bug was corrected. Now it also works for mu = Inf.
% However, it is recommended to use function isAinf for testing <A^Inf>. Matrix B is
% assumed to be build such that it corresponds to the input parameter mu.
if f(1)
tf = 0;
else
n = log2(length(f)); % number of variables
m = sum(f); % number of true vectors
k = min([mu,m,n]); % we only need to test <A^k>
if nargin == 2 | k < mu % if B was not passed, let's create it
B = buildB(n,k); % NOTE, build Bnk
end
c = B*f;
tf = ~any(c == k);
end
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