Description

Book Synopsis

The description for this book, Isoperimetric Inequalities in Mathematical Physics. (AM-27), will be forthcoming.



Table of Contents
*Frontmatter, pg. i*PREFACE, pg. v*TABLE OF CONTENTS, pg. xi*CHAPTER I. DEFINITIONS, METHODS AND RESULTS, pg. 1*CHAPTER II. THE PRINCIPLES OP DIRICHLET AND THOMSON, pg. 42*CHAPTER III. APPLICATIONS OP THE PRINCIPLES OP DIRICHLET AND THOMSON TO ESTIMATION OP THE CAPACITY, pg. 63*CHAPTER IV. CIRCULAR PLATE CONDENSER, pg. 79*CHAPTER V. TORSIONAL RIGIDITY AND PRINCIPAL FREQUENCY, pg. 87*CHAPTER VI. NEARLY CIRCULAR AND NEARLY SPHERICAL DOMAINS, pg. 127*CHAPTER VIII. ON ELLIPSOID AND LENS, pg. 171*NOTE A. SURFACE-AREA AND DIRICHLET'S INTEGRAL, pg. 182*NOTE B. ON CONTINUOUS SYMMETRIZATION, pg. 200*NOTE C. ON SPHERICAL SYMMETRIZATION, pg. 205*NOTE D. ON A GENERALIZATION OF DIRICHLET'S INTEGRAL, pg. 211*NOTE E. HEAT-CONDUCTION ON A SURFACE, pg. 217*NOTE F. ON MEMBRANES AND PLATES, pg. 230*NOTE G. VIRTUAL MASS AND POLARIZATION, pg. 239*TABLES FOR SOME SET-FUNCTIONS OF PLANE DOMAINS, pg. 247*BIBLIOGRAPHY, pg. 275*LIST OF SYMBOLS, pg. 278

Isoperimetric Inequalities in Mathematical

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    A Paperback by G. Polya, G. Szegö

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      Publisher: Princeton University Press
      Publication Date: Publication Date: 12/30/1951 12:00:00 AM
      ISBN13: 9780691079882, 978-0691079882
      ISBN10: 0691079889
      Also in:
      Mathematics

      Description

      Book Synopsis

      The description for this book, Isoperimetric Inequalities in Mathematical Physics. (AM-27), will be forthcoming.



      Table of Contents
      *Frontmatter, pg. i*PREFACE, pg. v*TABLE OF CONTENTS, pg. xi*CHAPTER I. DEFINITIONS, METHODS AND RESULTS, pg. 1*CHAPTER II. THE PRINCIPLES OP DIRICHLET AND THOMSON, pg. 42*CHAPTER III. APPLICATIONS OP THE PRINCIPLES OP DIRICHLET AND THOMSON TO ESTIMATION OP THE CAPACITY, pg. 63*CHAPTER IV. CIRCULAR PLATE CONDENSER, pg. 79*CHAPTER V. TORSIONAL RIGIDITY AND PRINCIPAL FREQUENCY, pg. 87*CHAPTER VI. NEARLY CIRCULAR AND NEARLY SPHERICAL DOMAINS, pg. 127*CHAPTER VIII. ON ELLIPSOID AND LENS, pg. 171*NOTE A. SURFACE-AREA AND DIRICHLET'S INTEGRAL, pg. 182*NOTE B. ON CONTINUOUS SYMMETRIZATION, pg. 200*NOTE C. ON SPHERICAL SYMMETRIZATION, pg. 205*NOTE D. ON A GENERALIZATION OF DIRICHLET'S INTEGRAL, pg. 211*NOTE E. HEAT-CONDUCTION ON A SURFACE, pg. 217*NOTE F. ON MEMBRANES AND PLATES, pg. 230*NOTE G. VIRTUAL MASS AND POLARIZATION, pg. 239*TABLES FOR SOME SET-FUNCTIONS OF PLANE DOMAINS, pg. 247*BIBLIOGRAPHY, pg. 275*LIST OF SYMBOLS, pg. 278

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