Sentence examples for boundary valued from inspiring English sources

Two new numerical methods for the solution of stiff boundary valued ordinary differential equations are presented and compared.

A new variable mesh finite difference algorithm is presented, and it is shown how existing techniques for treating stiff initial value problems can be adapted for the boundary valued case.

If (A, B) is an elliptic boundary valued problem on MΓ, then one defines an elliptic pseudodifferential operator R of Neumann type on Γ and prove the following factorization formula for the ζ-regularized determinants: DetADet(A, B) = KDetR, with K a local quantity depending only on the jets of the symbols of A, B and C along Γ.

Initial and boundary value problems.

Numerical Methods for Initial Boundary Value Problems.

Each object orientation contains its own boundary values.

Analytical and numerical solution of selected boundary value problems.

Such boundary value problems are generally nonselfadjoint.

A nonlinear boundary value problem is studied as an example.

Then the boundary values lie on the curve f(R), which is depicted above.

Finite volume and finite difference methods for initial boundary value problems in multiple space dimensions.