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Topics In Mathematical Analysis Paolo Ciatti Paolo Ciatti Eduardo Gonzalez

  • SKU: BELL-1007584
Topics In Mathematical Analysis Paolo Ciatti Paolo Ciatti Eduardo Gonzalez
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Topics In Mathematical Analysis Paolo Ciatti Paolo Ciatti Eduardo Gonzalez instant download after payment.

Publisher: World Scientific
File Extension: PDF
File size: 2.96 MB
Pages: 460
Author: Paolo Ciatti, Paolo Ciatti, Eduardo Gonzalez, Massimo Lanza De Cristoforis, Gian Paolo Leonardi
ISBN: 9789812811059, 9812811052
Language: English
Year: 2008

Product desciption

Topics In Mathematical Analysis Paolo Ciatti Paolo Ciatti Eduardo Gonzalez by Paolo Ciatti, Paolo Ciatti, Eduardo Gonzalez, Massimo Lanza De Cristoforis, Gian Paolo Leonardi 9789812811059, 9812811052 instant download after payment.

This volume consists of a series of lecture notes on mathematical analysis. The contributors have been selected on the basis of both their outstanding scientific level and their clarity of exposition. Thus, the present collection is particularly suited to young researchers and graduate students. Through this volume, the editors intend to provide the reader with material otherwise difficult to find and written in a manner which is also accessible to nonexperts.

Contents: Complex Variables and Potential Theory: Integral Representations in Complex, Hypercomplex and Clifford Analysis (H Begehr); Nonlinear Potential Theory in Metric Spaces (O Martio); Differential Equations and Nonlinear Analysis: An Introduction to Mean Curvature Flow (G Bellettini); Introduction to Bifurcation Theory (P Drábek); A Nonlinear Eigenvalue Problems (P Lindqvist); Nonlinear Elliptic Equations with Critical and Supercritical Sobolev Exponents (D Passaseo); Eigenvalue Analysis of Elliptic Operators (G Rozenblum); A Glimpse of the Theory of Nonlinear Semigroups (E Vesentini); Harmonic Analysis: Integral Geometry and Spectral Analysis (M Agranovsky); Fourier Analysis and Geometric Combinatorics (A Iosevich); Lectures on Eigenfunctions of the Laplacian (C D Sogge); Five Lectures on Harmonic Analysis (F Soria); Fractal Analysis, an Approach via Function Spaces (H Triebel).

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