Sentence examples for cost functional from inspiring English sources

This cost functional is the objective function.

Using Lagrange multipliers approach the derivative of the cost functional with respect to density function is calculated.

We formulate an optimal control problem with the cost functional characterizing the deviation of the displacement vector from a given function.

We achieve this goal by minimizing a appropriate cost functional.

To begin, we study the derivative of the cost functional.

However, their type of cost functional was different.

Typically, L2 brackets are used in the definition of the cost functional, the adjoint operator, and the cost functional gradient.

A frequency dependent cost functional, composed of power flow and control effort, is minimized.

satisfying the conditions (528). is an extremum for the -integral functional ( -quadratic delay cost functional): (529).

Then the cost functional is Fréchet-differentiable, i.e., (J omega) in C^{1}(W)).

where we used the terminal condition (i), and the expression (6) of the cost functional.