Max-plus algebra multiplication
[X] = maxplusotimes(A,B)
Multiplication of two matrices in maxplus algebra with appropriate size.
This function returns Xi,j= ⊕kai,k⊗bk,j = maxk {ai,k+ bk,j}.
If A or B is a scalar then: X = A + B.
A = [1 2;3 4]; B = [2 3;5 7]; X = maxplusotimes(A,B) X = maxplusotimes(10,B) // We know that ℝmax ≅ ℝmin // Indeed is true that // maxplusotimes(A,B) = -minplusotimes(-A,-B) isequal(maxplusotimes(A,B),-minplusotimes(-A,-B)) | ![]() | ![]() |