How do I solve a
- multivariable ($x_1$ to $x_m$)
- nonlinear (in this case a quadratic)
objective function with mixed
- (equality (my Sum) and
- inequality (bounded variables)
- in this case linear
constraints?
Is Lagrange an option here? (I know Lagrange can handle the equality constraints, but in combination with inequality constraints?)
Any help is apprecciated.