A method of feasible directions using function approximations, with applications to min max problems.
Explore the source record for details and available documents.
Klessig, R.↗
Engineering topics
Klessig, R.
Publications and source records attributed to Klessig, R..
An adaptive precision gradient method for optimal control.
This paper presents a gradient algorithm for unconstrained optimal control problems. The algorithm is stated in terms of numerical integration formulas, the precision of which is controlled adaptively by a test that ensures convergence. Empirical results show that this algorithm is considerably faster than its fixed precision counterpart.-
Klessig, R.↗
Efficient implementations of the Polak-Ribiere conjugate gradient algorithm.
Polak-Ribiere conjugate gradient algorithm modifications to eliminate minimization at each iteration for efficient implementation with convergence
Klessig, R.↗