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A. Machmoum

Facult\'e des Sciences

A highly accurate modified method of characteristics for convection-dominated flow problems

N. Madden

Department of Mathematics, National University of Ireland

An improved error estimate for a numerical method for a system of coupled singularly perturbed reaction-diffusion equations

V.L. Makarov

Institute of Mathematics, National Academy of Sciences

Integral equations of the linear sloshing in an infinite chute and their discretization

Exponentially convergent parallel discretization methods for the first order evolution equations

The two-sided FD-method of solving the first boundary problem for singular ode of the second order in the half-axis

A parallel method of high accuracy for the first order evolution equation in Hilbert and Banach spaces

Accuracy estimates of difference schemes for quasi-linear parabolic equations taking into account the initial-boundary effect

A new estimate of the Sinc method for linear parabolic problems including the initial point

Functional-discrete method with a high order of accuracy for the eigenvalue transmission problem

A two-point difference scheme of an arbitrary order of accuracy for BVPs for systems of first order nonlinear ODEs

Functional-discrete method for eigenvalue transmission problem with periodic boundary conditions

Functional-discrete method (FD-method) for matrix Sturm-Liouville problems

Exponentially convergent approximation to the elliptic solution operator

Difference schemes for nonlinear BVPs on the semiaxis

Two-sided approximations for nonlinear operator equations

A method with a controllable exponential convergence rate for nonlinear differential operator equations

A. Malinovskij

Moscow State University of Technology ``Stankin\'\'

Adaptive Cartesian mesh refinement for simulating multiphase flows in porous media

V. Malyutin

Institute of Mathematics, NAS of Belarus

Approximation to the solution of the system of nonlinear stochastic differential equations

P.K. Mandal

Department of Mathematics, Krishnath College

Unsteady flow of a two-layer blood stream past a tapered flexible artery under stenotic conditions

S. Margenov

Central Laboratory for Parallel Processing, Bulgarian Academy of Sciences

On multilevel preconditioners which are optimal with respect to both problem and discretization parameters

G.L. Martsynkevich

Institute of Mathematics, NAS of Belarus

Monotone and economical difference schemes on nonuniform grids for a multidimensional parabolic equation with a boundary condition of the third kind

S.I. Martynenko

Central Institute of Aviation Motors

Robust multigrid technique for black box software

S.I. Martynenko

P.I. Baranov Central Institute of Aviation Motors

POTENTIALITIES OF THE ROBUST MULTIGRID TECHNIQUE

V.V. Masjukov

SlavNeft Oil and Gas Company, Research Laboratory

A new fast iterative method for interpolation of multivariate scattered data

A.V. Masjukov

Department of Applied Mathematics, Tver State University

A new fast iterative method for interpolation of multivariate scattered data

Fundamental solutions of PDEs as radial basis functions in multivariate interpolation

R. Masson

Institut Francais du Petrole

Mathematical and numerical study of an industrial scheme for two-phase flows in porous media under gravity

G. Matthies

Fachbereich Mathematik, Universitat Kassel

Some remarks on residual-based stabilisation of inf-sup stable discretisations of the generalised Oseen problem

P.P. Matus

Institute of Mathematics, NAS of Belarus

On the strong stability of operator-difference schemes in time-integral norms

Three-level difference schemes on non-uniform in time grids

The maximum principle and some of its applications

On the stability of differential-operator equations and operator-difference schemes as $t \\to \\infty$

Monotone schemes of a higher order of accuracy for differential problems with boundary conditions of the second and third kind

Stability of difference schemes for nonlinear time-dependent problems

Monotone and economical difference schemes on nonuniform grids for a multidimensional parabolic equation with a boundary condition of the third kind

Difference schemes for elliptic equations with mixed derivatives

Exact difference schemes for time-dependent problems

Stability of solutions of differential-operator and operator-difference equations in the sense of perturbation of operators

Stability of difference schemes for the equations of weakly compressible liquid

Exact difference schemes for hyperbolic equations

Nonlinear stability of the difference schemes for equations of isentropic gas dynamics

Stability and monotonicity of difference schemes for nonlinear scalar conservation laws and multidimensional quasi-linear parabolic equations

V. Mazhukin

Institute of Mathematical Modelling, Russian Academy of Science

Solution of multi-interface Stefan problem by the method of dynamic adaptation

Simulation of integrating discontinious solutions on dynamically adaptive grids

A. Mazhukin

Institute of Mathematical Modeling, Russian Academy of Sciences

Dynamic adaptation in convection-diffusion equations

P. Miidla

Institute of Mathematics, University of Tartu

Tomographic approach for tropospheric water vapor detection

Th. Milde

Friedrich Schiller University, Institute of Medical Statistics, Informatics and Documentation

Bifurcation analysis of nonlinear parameterized two-point BVPs with Liapunov- Schmidt reduced functions

J.J.H. Miller

Trinity College

Parameter-uniform fitted mesh method for quasilinear differential equations with boundary layers

G.V. Milovanović

University of Niš,Faculty of Electronic Engineering, Department of Mathematics

Kronrod extensions of Gaussian quadratures with multiple nodes

M. Mirianashvili

N.Muskhelishvili Institute of Computational Mathematics, Georgian Academy of Sciences

Approximation schemes for singular integrals and their application to some boundary problems

I.D. Mishev

ExxonMobil Upstream Research Company

Analysis of a new mixed finite volume method

M.M. Moghadam

Mahani Mathematical Research Center, University of Kerman

Approximate solution of the system of non-linear Volterra integro-differential equations

V.A. Morozova

Faculty of Computational Mathematics and Cybernetics, Moscow State University

Difference schemes with nonlocal boundary conditions

Stability criterion of difference schemes for the heat conduction equation with nonlocal boundary conditions

Stability of the two-parameter set of nonlocal difference schemes

A. Mosentsova

Institute of Mathematics, National Akademy of Sciences

Morozov\'s discrepancy principle for the Tikhonov regularization of exponentially ill-posed problems

S. Moutari

CenSSOR David Bates Building, Queen\'s University Belfast

A macro-kinetic hybrid model for traffic flow on road networks

I. Mozolevski

Federal University of Santa Catarina, Mathematical Department

A priori error analysis for the hp-version of the discontinuous Galerkin finite element method for the biharmonic equation

Sharp expressions for the stabilization parameters in symmetric interior-penalty discontinuous Galerkin finite element approximations of fourth-order elliptic problems

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international mathematical journal