Functional analysis, approximation theory, and numerical analysis / editor, John M. Rassias



Digitised Book 216.73.216.10 (0)
Functional analysis, approximation theory, and numerical analysis / editor, John M. Rassias

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Information About

A collection of research works dedicated to the memory of great mathematicians, the volume discusses Cauchy equation on rhombuses, spectral properties of matrices, optimization of functional and application to differential equations, Banach infinite dimensional spaces, Banach algebras, Ostrowski constant, stability problem of Ulam, Gegenbauer polynomials, as well as other mathematical topics.

Subjects

Functional analysis Approximation theory Numerical analysis

Categories

Science and technology

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Additional Details

Title
Functional analysis, approximation theory, and numerical analysis / editor, John M. Rassias
Subject
  • Functional analysis
  • Approximation theory
  • Numerical analysis
Publisher
  • World Scientific,
  • National Library Board Singapore,
Contributors
  • Rassias, John Michael
Digital Description
application/pdf, ill.
Table of Contents
  • Preface -- Stefan Banach, Alexander Markowic Ostrowski, Stanislaw Marcin Ulam. J. M. Rassias -- On a conditional Cauchy equation on rhombuses. C. Alsina and J.-L. Garcia-Roig -- Spectral properties of matrices with products of binomial coefficients as entries. L. Berg and K. Engel -- Optimization of functionals and application to differential equations. P. C. Bhakta -- On an alternative functional equation in R*. C. Borelli-Forii and G. L. Forti -- On a generalization of the Golab-Schinzel functional equation. N, Brillouet-Belluot -- Functional equations and exact discrete solutions of ordinary differential equations. E. Castillo and R. Ruiz-Cobo -- On shape from shading problem. J. Chabrowski and K. Zhang ...
Copyright
  • All Rights Reserved. National Library Board Singapore 2009.