Sentence examples for constrained function from inspiring English sources

Briefly reviews constrained function minimization and stochastic processes.

In this paper, a new algorithm-approximate penalty function method is designed, which can be used to solve a bilevel optimization problem with linear constrained function.

Based on Theorem 7 in[17], the power constrained function f l 0 S max is also standard.

Therefore, while the basic function (defined by the catalytic step) of every enzyme in a multigene family is constrained, function of the enzyme complex (defined by enzyme conformation and interaction with other enzymes during catalysis) may evolve after a duplication event.

The stability of the designed VFO IIR differintegrator is achieved by incorporating a constrained function into the objective error function.

The main components of our structural optimization system for economic design of welded structures are the design and fabrication constraints, the cost function as well as the efficient mathematical methods for constrained function minimization.

He dealt mainly with some properties of an E-convex set and an E-convex function, a programming problem without E in both objective functions or constrained functions, and the relation between solutions of objective and constrained functions with and without E.

Two mathematical constrained functions taken from the literature are studied to verify the performance of the algorithm.

The decoupled optimization problem is solved by defining a series of approximate explicit sub-problems in terms of the second order response statistics of the constrained functions.

using the form (4). Instead of having the constraint inside a maximization operator, we have only a linear combination of the utility analog and the constrained functions.

Unlike the previous work, at each iteration, the main search direction is obtained by solving only one subprogram which is composed of a convex quadratic objective function and simple quadratic inequality constraints without the second derivatives of the constrained functions.