Heun's differential equations
Author(s)
Bibliographic Information
Heun's differential equations
(Oxford science publications)
Oxford University Press, 1995
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Note
Includes bibliographical references (p. [325]-345) and index
Description and Table of Contents
Description
Heun's equation is a second-order differential equation which crops up in a variety of forms in a wide range of problems in applied mathematics. These include integral equations of potential theory, wave propogation, electrostatic oscillation, and Schrodinger's equation. This volume brings together important research work for the first time, providing an important resource for all those interested in this mathematical topic. Both the current theory and the main areas
of application are surveyed, and includes contributions from authoritative researchers such as Felix Arscott (Canada), P. Maroni (France), and Gerhard Wolf (Germany).
Table of Contents
- A. HEUN'S EQUATION
- I: GENERAL AND POWER SERIES
- II: HYPERGEOMETRIC FUNCTION SERIES
- B. CONFLUENT HEUN EQUATION
- C. DOUBLE CONFLUENT HEUN EQUATION
- D. BICONFLUENT HEUN EQUATION
- E. TRICONFLUENT HEUN EQUATION
by "Nielsen BookData"