The Local Convergence of ABS Methods for Nonlinear Algebraic Equations.
The local projection -discontinuous-Galerkin finite element method for scalar conservation laws
The local solution of a parabolic-elliptic equation with a nonlinear Neumann boundary condition
We investigate a parabolic-elliptic problem, where the time derivative is multiplied by a coefficient which may vanish on time-dependent spatial subdomains. The linear equation is supplemented by a nonlinear Neumann boundary condition with a locally defined, -bounded function . We prove the existence of a local weak solution to the problem by means of the Rothe method. A uniform a priori estimate for the Rothe approximations in , which is required by the local assumptions on , is derived by...
The locally best estimators of the first and second order parameters in epoch regression models
The L.P.D.E.M., a mixed finite difference method for elliptic problems.
The maximal solution of a restricted subadditive inequality in numerical analysis.
The maximum number of real roots of a multihomogeneous system of polynomial equations.
The mesh chopping algorithm for singularly perturbed boundary value problem.
The method of bilinear programming for nonconvex quadratic programming
The Method of Coordinate Overrelaxation for (A Â? ... B) x = 0 .
The method of discretization in time and partial differential equations
The method of fictitious right-hand sides
The paper deals with the application of a fast algorithm for the solution of finite-difference systems for boundary-value problems on a standard domain (e.g. on a rectangle) to the solution of a boundary-value problem on a domain of general shape contained in the standard domain. A simple iterative procedure is suggested for the determination of fictitious right-hand sides for the system on the standard domain so that its solution is the desired one. Under the assumptions that are usual for matrices...
The Method of Fractional Steps for Conservation Laws.
The Method of Iterated Defect-Correction and Its Application to Two-Point Boundary Value Problems. Part II.
The Method of Iterated Defect-Correction and its Application to Two-Point Boundary Value Problems. Part I.
The method of least squares on the boundary and very weak solutions of the first biharmonic problem
The Method of Lines for Nonlinear Parabolic Differential Equations with Mixed Derivatives.
The Method of Lines for Poisson's Equation with Nonlinear or Free Boundary Conditions.
The method of normal splines for linear implicit differential equations of second order.
The Metric Gradient in Normed Linear Spaces.