Sentence examples for problem which corresponds from inspiring English sources

Nevertheless, finding the effective medium requires one to solve the so-called "cell problem", which corresponds to an elasto-static equation with a finite set of distinct loadings.

This approach requires the numerical approximations for the flow (i.e. primal) problem and the adjoint (i.e. dual) problem which corresponds to a particular simulation objective output of interest.

For the groundwater flow problem (which corresponds to the Darcy flow model), we show how to produce a scheme with one unknown per element, starting from a mixed formulation discretized with the Raviart Thomas triangular elements of lowest order.

It is natural to say that a point (x_{epsilon}in X) satisfying the above inequality is an ((epsilon)) -approximate solution of the feasibility problem which corresponds to the tuple ((C_{1},ldots,C_{n})).

Consider two external data systems L , which act on the thermoelastic-microstretch material, defined by L = { F i , G i , L , S , u ˜ i , φ ˜ i , t ˜ i , m ˜ i , q ˜ , a i 0 , a i 1 , b i 0 , b i 1 , ω 0 , ω 1 , θ 0 , η 0 }, α = 1, 2, and denote by p a solution of the mixed problem which corresponds to L p = { u i , φ i }.

In order to remove redundant SNPs, we employ a simple algorithm (presented in [37]) for the Column Subset Selection Problem, which corresponds to the theoretical formulation of the redundancy removal problem.

The most important changes concerned conduct problems, which corresponds well with the problem description given by the parents at the outset.

Connor et al. [ 3] suggest that the effects of pharmacotherapy are similar in children with ADHD, both with and without comorbid conduct problems, which corresponds with our findings.

These problems, which correspond to mixed-integer linear programs, are solved to generate approximate solutions with improved objective value.

Delay problems, which correspond to differential equations of the form x'(t) = f t, x t), x(t - r)) along with a functional start condition, are included in the framework of problem (1).

Let ( u i ( α = 1, 2 ) be two solutions of our mixed problem which correspond to the same initial and boundary data but to different body force and different heat supply, ( F i , P ( α = 1, 2 ), where F i = f i 2 − f i 1, P = r 2 − r 1.