A Gradient-Type Method for the Equilibrium Programming Problem With Coupled Constraints
A method for constructing ε-value functions for the Bolza problem of optimal control
The problem considered is that of approximate minimisation of the Bolza problem of optimal control. Starting from Bellman's method of dynamic programming, we define the ε-value function to be an approximation to the value function being a solution to the Hamilton-Jacobi equation. The paper shows an approach that can be used to construct an algorithm for calculating the values of an ε-value function at given points, thus approximating the respective values of the value function.
An approximative method for solving the non-linear optimal control problem
Approximation of Optimal Distributed Control Problems Governed by Variational Inequalities.