Hi,
I am trying to minimize the following energy function subject to two-sided inequalities:
E = x1+x2 k1 <= x1 <= k2 k3 <= x2 <= k4 k5 <= x1-x2 <= k6 The ki's are constants and the inequalities create a convex region.
Is this how you turn the above problem into standard form?
E = x1+x2 x1-x2+x3 = k6 x1-x2-x4 = k5 k1 <= x1 <= k2 k3 <= x2 <= k4
