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Potential Theory and Function Theory for Irregular Regions by Yu. D. Burago, V. G. Maz'ya is a nonfiction available to read on EtoBox.

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Title: POTENTIAL THEORY AND FUNCTION THEORY FOR IRREGULAR REGIONS......Page 2 1969 Consultants Bureau......Page 3 FOREWORD......Page 5 CONTENTS......Page 7 PART 1: MOL TIV ARIA TE POTENTIAL THEORY AND THE SOLUTION OF BOUNDARY VALUE PROBLEMS FOR REGIONS WITH IRREGULAR BOUNDARIES......Page 8 INTRODUCTION......Page 10 §1. Definition and Certain Properties of a Solid Angle......Page 13 § 2. Properties of Sets Satisfying Condition (A)......Page 17 § 3. Properties of Sets Satisfying Condition (B)......Page 21 § 4. Integral Equations of Boundary Value Problems......Page 24 § 5. On the Continuity of the Simple-Layer Potential Generated by the Equation $\Phi - \lambda T^* \Phi =0$......Page 28 § 6. Fredholm Radius of Operator T......Page 33 §7. Solvability and Uniqueness......Page 35 APPENDIX: ON THE APPROXIMATION OF A SOLID ANGLE......Page 39 LITERATURE CITED......Page 46 PART 2: ON THE SPACE OF FUNCTIONS WHOSE DERIVATIVES ARE MEASURES......Page 48 § 1. Properties of the Set Perimeterand of Functions from $\beta V(\Omega)$......Page 50 §2. On the Continuation of Functionsfrom $\beta V(\Omega)$ onto the Whole Space......Page 52 § 3. Certain Exact Constants for Convex Regions......Page 57 §4

Who reads Potential Theory and Function Theory for Irregular Regions?

Author

Yu. D. Burago, V. G. Maz'ya

Publisher

CONSULTANTS BUREAU

Published

1969

Language

EN

Category

nonfiction