Introduction to Functional Equations
eBook - PDF

Introduction to Functional Equations

  1. 465 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Introduction to Functional Equations

About this book

Introduction to Functional Equations grew out of a set of class notes from an introductory graduate level course at the University of Louisville. This introductory text communicates an elementary exposition of valued functional equations where the unknown functions take on real or complex values. In order to make the presentation as manageable as p

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Yes, you can access Introduction to Functional Equations by Prasanna K. Sahoo, Palaniappan Kannappan in PDF and/or ePUB format, as well as other popular books in Mathematics & Applied Mathematics. We have over one million books available in our catalogue for you to explore.

Information

Table of contents

  1. Cover
  2. Title
  3. Copyright
  4. Dedication
  5. Contents
  6. Preface
  7. Chapter 1: Additive Cauchy Functional Equation
  8. Chapter 2: Remaining Cauchy Functional Equations
  9. Chapter 3: Cauchy Equations in Several Variables
  10. Chapter 4: Extension of the Cauchy Functional Equations
  11. Chapter 5: Applications of Cauchy Functional Equations
  12. Chapter 6: More Applications of Functional Equations
  13. Chapter 7: The Jensen Functional Equation
  14. Chapter 8: Pexider's Functional Equations
  15. Chapter 9: Quadratic Functional Equation
  16. Chapter 10: d'Alembert Functional Equation
  17. Chapter 11: Trigonometric Functional Equations
  18. Chapter 12: Pompeiu Functional Equation
  19. Chapter 13: Hosszu Functional Equation
  20. Chapter 14: Davison Functional Equation
  21. Chapter 15: Abel Functional Equation
  22. Chapter 16: Mean Value Type Functional Equations
  23. Chapter 17: Functional Equations for Distance Measures
  24. Chapter 18: Stability of Additive Cauchy Equation
  25. Chapter 19: Stability of Exponential Cauchy Equations
  26. Chapter 20: Stability of d'Alembert and Sine Equations
  27. Chapter 21: Stability of Quadratic Functional Equations
  28. Chapter 22: Stability of Davison Functional Equation
  29. Chapter 23: Stability of Hosszu Functional Equation
  30. Chapter 24: Stability of Abel Functional Equation
  31. Bibliography