Hi e-friends,
I want to minimize a function subject to a set of S restrictions.
The restrictions are related to matrices V, W, X and Y:
V = [v1, .., vS] order L x S
W = [w1, .., wS] order L x S
X = [x1, .., xS] order LxS
Y = [y11,.. yS] order L x S
How may I write in MAPLE in compact form the following S inequalities (for any arbitrary integers L and S)?. (In my problem L and S can take large values, and I would not like to be writing one by one using the keyboard)
v1.w1 <= x1.y1
v2.w2 <= x2.y2
..
vS.wS <= xS.yS
(v1.w1 is the inner product of the vectors v1 and w1, each with L elements.
x1. y1 is also the inner product of vector x1 and y1, each with L elements
)
Thanks for you attention,
Jean-Jacques
