Create polyhedron for given matrix A and vector b
P(A,b)={x∣ A.x ≤ b}
I have to create a polyhedron with this inputs
but in sage inequalities like this A.x + b >= 0 , how to convert
Solution 1:
Something like this:
sage: A = matrix(2,2,[1,23,31,4])
sage: b = vector([55,66])
sage: Polyhedron(ieqs=(-A).augment(b)).inequalities_list()
[[-1, -23, 55], [-31, -4, 66]]