On the removal of ill conditioning effects in the computation of optimal controls
Dual type method solving discrete optimal control problems with linear plants, convex cost and constraint taking into account dynamic structure
Engineering topics
Publications and source records attributed to Polak, E..
Dual type method solving discrete optimal control problems with linear plants, convex cost and constraint taking into account dynamic structure
Algorithm for fixed time minimum energy discrete optimal control problems of linear plants with convex constraints imposed on terminal state
Second order necessary conditions of optimality with straightforward application to nonlinear programming of optimal control problems
Primal and dual algorithms for discrete optimal control incorporating antijamming procedures
Differential games with open or closed loop strategies, giving theory of sequences of approximation games defined on finite dimensional spaces
Ill conditioning effects eliminated in nonlinear programming algorithms for optimal controls
Second order necessary conditions of optimality for constrained optimization problems in finite dimensional spaces with vanished cost function gradient at optimal point
Instrumental variable method to identify dynamic systems described by linear difference equations
Fixed time pursuit-evasion problems for dynamic systems solved with nonlinear programming algorithms
Constrained minimization problem extended to necessary conditions for characterizing noninferior points to determine vector-valued criteria in finite dimensional spaces
Conditions of optimality for constrained optimization problem
Constrained minimization under vector valued criteria in linear topological spaces
Scalarization conditions and theorems extended to linear topological spaces
Continuous linear programming problems with time delays in constraints, noting construction of solutions to dual problem from solution to primal problem
Equivalence relations for optimal control problems classification and algorithm construction
Constrained minimization problems in finite- dimensional spaces in unified approach
Algorithm for reducing linear time-invariant differential systems to state form applied to systems described by transfer functions
Maximum principle in optimization of discrete time systems described by difference equations