The phrase "a constrained solution space" is correct and usable in written English.
It can be used in contexts related to problem-solving, optimization, or decision-making where the options or solutions are limited by certain constraints.
Example: "In our analysis, we found that the project must operate within a constrained solution space, which significantly affects our design choices."
Alternatives: "a limited solution area" or "a restricted solution environment".
This speed does come at the cost of a constrained solution.
The mathematical core of FBA is a linear programming problem, where a system of mass-balanced equations (network reactions) and intake fluxes defines a constrained space solution.
The design optimization of laminated composite plates being a combinatorially explosive constrained non-linear optimization problem (CNOP), with many design variables and a vast solution space, warrants the use of non-parametric and heuristic optimization algorithms like PSO.
These objectives are taken into account using a Genetic Algorithm, which is capable of generating feasible solutions within a constrained search space.
Earlier experiments with a standard evolutionary algorithm led to the hypothesis that the constrained search space is not covered well such that in some cases the population converges to a subset of the solution space which does not include the best known solution.
Chance-constrained programming explores a larger portion of the solution space and is able to find a more diverse set of options.
The state space average dynamic model and a constrained state space average model taking into account the mono-directional components of the converter (diodes, switches) have been analyzed.
The assignment routine uses a symmetry-constrained branch and bound optimization that achieves a thorough exploration of the whole solution space.
We first establish three equivalent characterizations of a constrained extremal solution of linear inclusions in Banach spaces by means of the algebraic operator parts, the metric generalized inverse of multi-valued linear operator, and the dual mapping of the spaces.
Since (A ( theta ) ) is a fixed subspace of Y, then there forever is an algebraic operator part of A. Next, we introduce the concept of a constrained extremal solution of multi-valued linear inclusions in Banach spaces.
