Proceedings of the First International Colloquium on Numerical Analysis : Plovdiv, Bulgaria, 13-17 August 1992
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Bibliographic Information
Proceedings of the First International Colloquium on Numerical Analysis : Plovdiv, Bulgaria, 13-17 August 1992
VSP, 1993
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Includes bibliographical references
Description and Table of Contents
Description
01/07 This title is now available from Walter de Gruyter. Please see www.degruyter.com for more information.
The First International Colloquium on Numerical Analysis was organized by UNESCO and the Plovdiv Technical University, with the help of many international mathematical organizations, and was held in Plovdiv, Bulgaria, 13--17 August 1992.
This proceedings volume contains selected invited talks which deal with the following topics:
-- numerical methods of algebra
-- analysis
-- ordinary and partial differential equations
Table of Contents
Preface
Orthogonal polynomials associated with a non-standard measure
A. Arteaga and J. Munoz Masque
The numerical treatment of ordinary and partial Volterra integrodifferential equations
H. Brunner
Numerical methods for y'' = f (x, y)
J.P. Coleman
Numerical-analytical method for finding periodic solutions of nonlinear impulsive singularly perturbed differential systems
V. Covachev
Special algorithms for the numerical integration of problems in orbital dynamics
J.M. Ferrandiz and P. Martin
Polynomial approximation with side conditions: Recent results and open problems
H.H. Gonska and X.-I. Zhou
Continuous numerical solutions and error bounds for matrix differential equations
L. Jodar and E. Ponsoda
Convergence rate estimates for the finite difference schemes compatible with the smoothness of data
B.S. Jovanovic
Numerical solutions of differential-functional problems
Z. Kamont
An iterated method of computing the inverse mapping
J. Munoz Masque and G. Rodriguez Sanchez
On using high orders finite elements for solving structural mechanics problems
T. Scapolla
Numerical solution of differential equations for the analytic singular value decomposition
K. Wright
A new trust region algorithm for nonlinear optimization
Y.-X. Yuan
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