Sentence examples for a feasible value from inspiring English sources

The phrase "a feasible value" is correct and usable in written English.
It can be used when discussing options, estimates, or parameters that are practical and achievable within a given context.
Example: "After analyzing the data, we determined that a feasible value for the budget would be $10,000."
Alternatives: "an achievable value" or "a practical value".

Exact(6)

The large accumulative slip may not be a feasible value.

We shall later discuss on a feasible value the integer c.

To determine a feasible value for C, a grid search with a 2-fold cross-validation was performed.

However, this relatively small amount of annual income increase is not large enough to reduce the payback time down to a feasible value.

In [10], the authors establish a relationship among the sensing probability p s and the probability q s of correct packet reception and demonstrate that, given q s, a minimum bandwidth B is required in order to assure that a feasible value of p s exists.

The meaning of π = 1 would indicate that δ is in full agreement with the model and measurement constraints; the meaning of π = 0 indicates that δ is in "absolute, total contradiction" with the problem constraints, and never should be considered a feasible value.

Similar(54)

This result also holds for any feasible value of (tau ) when only two choices, employer or employee, are allowed.

Note that for a given feasible value of γ, Problem (22) can also have higher rank solutions but Problem (23) has only rank one solutions.

In all steps of the above algorithm, to find the optimal solution of problem, the objective function of problem is computed for all feasible values s l K Open image in new window using one of the introduced methods in Appendix A. Feasible values of s l K Open image in new window which maximize the objective function would be the optimal solution of the problem.

In addition, when (bar {h} ge 9), the greedy policy is always optimal for any feasible values of (n > bar {h}).

Proposition 3.3(1) is a generalization: it states that for every feasible value of, if a majority of individuals is in the low income group, then the voting outcome will determine that all individuals are equal in the posttax income.

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