bitand — AND applied to binary representation of input arguments
[z]=bitand(x,y)
scalar/vector/matrix of positives integers
scalar/vector/matrix of positives integers
scalar/vector/matrix of positives integers
Given x and y two positives
integers, this function returns z the decimal number
whose the binary form is the AND of the binary representations of
x and y. (x,
y, z have the same size. If
dimension of x (and y) is superior
than 1 then z(i) is equal to
bitand(x(i),y(i)).
// example 1 : // '1010110' : is the binary representation of 86 // '1011011' : is the binary representation of 91 // '1010010' : is the binary representation for the AND of binary representation 86 and 91 // so the decimal number corresponding to the AND applied to binary forms 86 and 91 is : 82 x=86; y=91 z=bitand(x,y) // example 2 : x=[12,45],y=[25,49] z=bitand(x,y)