Sentence examples for applicable problem from inspiring English sources

The phrase "applicable problem" is correct and usable in written English.
It can be used when referring to a problem that is relevant or suitable in a particular context or situation.
Example: "In our discussion, we need to focus on the applicable problem that affects our project timeline."
Alternatives: "relevant issue" or "pertinent problem".

Exact(4)

This process often starts with some generic or broadly applicable problem solving method (e.g., metaheuristics, backtracking search), a new algorithmic idea or even an algorithm suggested by theoretical considerations.

In order to consider practical issues in theory and presenting an applicable problem, for the first time in the published literature for MFLP, we develop a robust mathematical model indiscrete and uncertain environment in which some parameters can be changed in predetermined intervals.

Explicit, formal representations attempt to capture general truth and generally applicable problem solving strategies, but become too abstract in nature.

Consequently, the development process was iterative: as another generally applicable problem was identified the reviewers added a new question item to the draft questionnaire.

Similar(56)

The time cost tradeoff problem is one of the most important and applicable problems in project scheduling area.

They include some widely applicable problems as special cases, such as mathematical programming problems, system of nonlinear equations, and nonlinear complementarity problems, and so forth.

This frontal-face tracking architecture runs in real-time and is applicable to problem domains where face localisation is required.

Therefore, it is meaningful to deal with (1.1) to acquire some results applicable to problem (1.3).

In addition, the non-deterministic algorithms are time-consuming and least applicable for problem dealing with huge enumeration of rectangle.

It is worth noting here that the classical theory of (c_{0} -semigroups is not obviously applicable for problem ((mathcal{IP}1)) because (M^{-1}) is not continuous in general.

Since the function f ( x, u, q, t ) contains a gradient term q = | ∇ u | 2, it seems that the methods of [21 23] are not applicable for problem (1.1).

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