Numerical approximation of parametrized measures
Pablo Pedregal · Numerical Functional Analysis and Optimization · 1995
An alternative approach to the numerical analysis of oscillations of nonconvex variational problems, already proposed by Nicolaides and Walkington, is retaken. It is based on the approximation of the underlying parametrized measure itself. We give a notion of convergence, explore the relationship to the relaxed problem, and describe some examples in which this approximation may be established.