Sentence examples for most solution methods from inspiring English sources

That is why most solution methods for these equations are iterative.

Most solution methods for reliability optimization assume that systems have redundancy components in series and/or parallel systems and alternative designs are available.

Mixed integer quadratic programs with quadratic constraints (MIQQP) occur frequently in various areas of engineering practice and management science, but most solution methods for this kind of problems are often designed for its special cases.

Most successful solution methods for solving large vehicle routing and scheduling problems are based on local search.

Both formulations, with and without the improvements, are tested in a computational framework in order to discriminate the most promising solution methods.

Our analysis framework is based on the estimation of the energy that is artificially introduced at the fluid/structure interface by the staggering process that is inherent to most partitioned solution methods.

In trying to address these issues, this paper presents a comprehensive analysis of the most promising solution methods proposed in the literature, evaluating their performances on a real case-study based on a thermally constrained power transmission line located in the north of Italy.

A new solution approach is developed which decomposes the partial differential equation system into two subsystems, for each of which the most suited solution method can be applied.

Except in special cases, the most commonly used solution methods are iterative - when starting from one or several initial approximations, a sequence is constructed that converges to a solution of the equation.

Since some classical instances with 75 nodes resist the best exact solution methods, most researchers concentrate on metaheuristics for solving real-life problems.

This study aims to give a comprehensive analysis of the most widely used population balance solution methods, namely the method of characteristics, the finite volume methods and the finite element methods, in terms of the performance requirements essential for on-line control applications.