Sentence examples for expensive constraints from inspiring English sources

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This paper introduces a surrogate model based algorithm for computationally expensive mixed-integer black-box global optimization problems with both binary and non-binary integer variables that may have computationally expensive constraints.

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The Congressional Record from that year shows that Congress intended to award the Congressional Gold Medals to the Olympians to record the sacrifice they made -- having trained for games in which they never competed.The United States Mint produced the medals, but because they were expensive, financial constraints forced them to be gold-plated bronze medals instead of solid gold.

Global optimization problems with computationally expensive objective and constraints are challenging.

And unlike construction projects, these are skills that can be taught online -- in many cases bypassing the need for expensive visas, security constraints, and safety concerns.

A radial basis function surrogate model (response surface) is used to select candidates for integer and continuous decision variable points at which the computationally expensive objective and constraint functions are to be evaluated.

Current process integration tools dealing with the generation of optimal wastewater reuse designs require a lot of effort for data acquisition and frequently suggest designs which are rejected by the process owners due to the ignored constraints or expensive piping needs.

Furthermore, grape is a perennial plant with a relatively long life cycle, which makes breeding expensive, due to space constraints, and time consuming [ 4].

The ill-posedness requires expensive regularization schemes or constraints on the optimization problem, while the non-linearity is traditionally addressed with linear approximations or computationally intensive non-linear forward models.

This situation could arise in the following scenario: suppose that increasing ν is "expensive", that is, the constraint function f (r B, ν B ) depends stronger on ν B than it does on r B. Then, the value of the derivative, | g'|, is relatively large, which shifts the location of the maximum of the function ν B g(ν B ) to the left.

Busing costs have skyrocketed, making off-schoolprograms more expensive, and there are time constraints as well.

In practice, hard constraints are computationally expensive, and regularization provides good interpretability.

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