Theory of Functions of a Complex Variable

Andrew Russell Forsyth

  • Publisher: Univ. Press(Cambridge), 1900

Book Parts

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  1. PREFACE: Preface and Preface to the Second Edition.Access to Book Part 
  2. TABLE OF CONTENTS: Contents.Access to Book Part 
  3. CHAPTER: Chapter I. General Introduction.Access to Book Part 
  4. CHAPTER: Chapter II. Integration of Uniform Functions.Access to Book Part 
  5. CHAPTER: Chapter III. Expansions of Functions in Series of Powers.Access to Book Part 
  6. CHAPTER: Chapter IV. Uniform Functions, Particularly those without essential Singularities.Access to Book Part 
  7. CHAPTER: Chapter V. Transcendental Integral Uniform Functions.Access to Book Part 
  8. CHAPTER: Chapter VI. Functions with a limited Number of essential singularities.Access to Book Part 
  9. CHAPTER: Chapter VII. Functions with unlimited essential singularities, and expansion in series of functions.Access to Book Part 
  10. CHAPTER: Chapter VIII. Mulitform Functions.Access to Book Part 
  11. CHAPTER: Chapter IX. Periods of definite integrals, and periodic functions in general.Access to Book Part 
  12. CHAPTER: Chapter X. Simply-Periodic and Double-Periodic.Access to Book Part 
  13. CHAPTER: Chapter XI. Double-Periodic functions of the second order.Access to Book Part 
  14. CHAPTER: Chapter XII. Pseudo-Periodic functions.Access to Book Part 
  15. CHAPTER: Chapter XIII. Functions Possessing an algebraical Addition-Theorem.Access to Book Part 
  16. CHAPTER: Chapter XIV. Connectivity of Surfaces.Access to Book Part 
  17. CHAPTER: Chapter XV. Riemann's Surfaces.Access to Book Part 
  18. CHAPTER: Chapter XVI. Algebraic Functions and their Integrals.Access to Book Part 
  19. CHAPTER: Chapter XVII. Schwarz's Proof of the Existence-Theorem.Access to Book Part 
  20. CHAPTER: Chapter XVIII. Applications of the Existence-Theorem. Supplementary Notes: Abel's Theorem.Access to Book Part 
  21. CHAPTER: Chapter XIX. Conformal Representaion: Introductory.Access to Book Part 
  22. CHAPTER: Chapter XX. Conformal Representation: General Theory.Access to Book Part 
  23. CHAPTER: Chapter XXI. Groups of Linear Substitutions.Access to Book Part 
  24. CHAPTER: Chapter XXII. Automorphic Functions.Access to Book Part 
  25. INDEX: Glossary and Index.Access to Book Part 

How to cite

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Forsyth, Andrew Russell. Theory of Functions of a Complex Variable. Cambridge: Univ. Press, 1900. <http://eudml.org/doc/203637>.

@book{Forsyth1900,
author = {Forsyth, Andrew Russell},
keywords = {Classical function theory.},
language = {eng},
location = {Cambridge},
publisher = {Univ. Press},
title = {Theory of Functions of a Complex Variable},
url = {http://eudml.org/doc/203637},
year = {1900},
}

TY - BOOK
AU - Forsyth, Andrew Russell
TI - Theory of Functions of a Complex Variable
PY - 1900
CY - Cambridge
PB - Univ. Press
LA - eng
KW - Classical function theory.
UR - http://eudml.org/doc/203637
ER -

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