Matlab evaluation of the coefficients for PDE solving by wavelet-Galerkin approximation.
Matrices Related to Interpolatory Quadratures.
Matrix analysis of certain dynamical systems in technics (at linear, nonlinear, or random diff. and int. equations)
Matrix bounds for the solution of the continuous algebraic Riccati equation.
Matrix computation and the theory of moments.
Matrix exponentials and inversion of confluent Vandermonde matrices.
Matrix rank certification.
Matrix splitting principles.
Matrix splitting principles.
Matrix transformation method of approximate solution of partial differential equations
Matrix transformations and quasi-Newton methods.
Matrix triangulation of hypoelliptic boundary value problems
Given a hypoelliptic boundary value problem on with an open set in , , we show by matrix triangulation how to reduce it to two uncoupled first order systems, and how to estimate the eigenvalues of the corresponding matrices. Parametrices for the first order systems are constructed. We then characterize hypoellipticity up to the boundary in terms of the Calderon operator corresponding to the boundary value problem.
Maximal association for the sum of squares of a contingency table
Maximal flow problem in a network with a variable structure
Maximal monotone model with delay term of convolution.
Maximal order for quadratures using n evaluations.
Maximal solutions of two–sided linear systems in max–min algebra
Max-min algebra and its various aspects have been intensively studied by many authors [1, 4] because of its applicability to various areas, such as fuzzy system, knowledge management and others. Binary operations of addition and multiplication of real numbers used in classical linear algebra are replaced in max-min algebra by operations of maximum and minimum. We consider two-sided systems of max-min linear equations , with given coefficient matrices and . We present a polynomial method for...
Maximale Konvergenzordnung bei der numerischen Lösung von Anfangswertproblemen mit Splines.
Maximization of distances of regular polygons on a circle
This paper presents the solution of a basic problem defined by J. Černý which solves a concrete everyday problem in railway and road transport (the problem of optimization of time-tables by some criteria).
Maximum norm analysis of an overlapping nonmatching grids method for the obstacle problem.