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Simoncini, Valeria - Dipartimento di Matematica, Università di Bologna
MATRIX FUNCTIONS ANDREAS FROMMER AND VALERIA SIMONCINI
Iterative methods for complex symmetric systems with multiple righthand sides
AN ITERATIVE PROCEDURE FOR COMPUTING THE NULL BASIS V. SIMONCINI \Lambda
A family of mimetic finite di#erence methods on polygonal and polyhedral meshes
Substructuring Preconditioners for the Bidomain Extracellular Potential Problem
VARIABLE ACCURACY OF MATRIX-VECTOR PRODUCTS IN PROJECTION METHODS FOR EIGENCOMPUTATION
REDUCED ORDER SOLUTION OF STRUCTURED LINEAR SYSTEMS ARISING IN CERTAIN PDE-CONSTRAINED
ANALYSIS OF THE RATIONAL KRYLOV SUBSPACE AND ADI METHODS FOR SOLVING THE LYAPUNOV EQUATION
ADAPTIVE RATIONAL KRYLOV SUBSPACES FOR LARGE-SCALE DYNAMICAL SYSTEMS
ADAPTIVE RATIONAL KRYLOV SUBSPACES FOR LARGE-SCALE DYNAMICAL SYSTEMS
AN IMPLICITLY-RESTARTED KRYLOV SUBSPACE METHOD FOR REAL SYMMETRIC/SKEW-SYMMETRIC EIGENPROBLEMS
ALGEBRAIC MULTIGRID PRECONDITIONERS FOR THE BIDOMAIN REACTIONDIFFUSION SYSTEM
Numerical Solution of a Cauchy Problem for an Elliptic Equation by Krylov Subspaces
ANALYSIS OF PROJECTION METHODS FOR RATIONAL FUNCTION APPROXIMATION TO THE MATRIX EXPONENTIAL
PAMM header will be provided by the publisher Relaxed Krylov subspace approximation
ACQUIRED CLUSTERING PROPERTIES AND SOLUTION OF CERTAIN SADDLE POINT SYSTEMS
KRYLOV SUBSPACE METHODS FOR PROJECTED LYAPUNOV TATJANA STYKEL AND VALERIA SIMONCINI
ISSN: 11210540 ANALISI NUMERICA
SPECTRAL ANALYSIS OF INEXACT CONSTRAINT PRECONDITIONING FOR SYMMETRIC SADDLE POINT
ON THE FIELD OF VALUES OF OBLIQUE PROJECTIONS VALERIA SIMONCINI AND DANIEL B. SZYLD
RECENT COMPUTATIONAL DEVELOPMENTS IN KRYLOV SUBSPACE METHODS FOR LINEAR SYSTEMS
Research Signpost 37/661 (2), Fort P.O., Trivandrum-695 023, Kerala, India
Algebraic Multigrid Preconditioners for the Bidomain ReactionDiffusion system
Non-symmetric Algebraic Multigrid Preconditioners for the Bidomain
NUMERICAL LINEAR ALGEBRA WITH APPLICATIONS Numer. Linear Algebra Appl. 2000; 00:118 Prepared using nlaauth.cls [Version: 2000/03/22 v1.0]
A NEW ITERATIVE METHOD FOR SOLVING LARGE-SCALE LYAPUNOV MATRIX EQUATIONS
SOLVING ILL-POSED (NEARLY SINGULAR) LINEAR SYSTEMS WITH GMRES AND APPLICATION TO PRECONDITIONING
FAST STRUCTURED AMG PRECONDITIONING FOR THE BIDOMAIN MODEL IN ELECTROCARDIOLOGY.
EST MINRES: An Optimal Iterative Solver for Symmetric Indefinite Systems stemming from
Dynamics of actively regulated gene networks Liliana Ironia,
AN ERROR ESTIMATE FOR THE APPROXIMATION OF cosh( IN THE KRYLOV SUBSPACE
CONVERGENCE ANALYSIS OF THE EXTENDED KRYLOV SUBSPACE METHOD FOR THE LYAPUNOV EQUATION
REDUCED ORDER SOLUTION OF STRUCTURED LINEAR SYSTEMS ARISING IN CERTAIN PDE-CONSTRAINED
SOLUTION OF THE TIME-DOMAIN INVERSE RESISTIVITY PROBLEM IN THE MODEL REDUCTION FRAMEWORK PART I.
On the Superlinear Convergence of Valeria Simoncini and Daniel B. Szyld
JOHANNES KEPLER UNIVERSITY LINZ Institute of Computational Mathematics
SPECTRAL ANALYSIS OF INEXACT CONSTRAINT PRECONDITIONING FOR SYMMETRIC SADDLE POINT