Content-Length: 29296 | pFad | https://dlmf.nist.gov/./../././.././././././bib/.././././bib/../././././../././bib/../././21

DLMF: Chapter 21 Multidimensional Theta Functions

About the Project

Chapter 21 Multidimensional Theta Functions

B. Deconinck Department of Applied Mathematics, University of Washington, Seattle, Washington.

ⓘ

Notes:: The main references used in writing this chapter are Mumford (1983, 1984), Igusa (1972), and Belokolos et al. (1994). For additional bibliographic reading see Dubrovin (1981), Siegel (1971, 1973), and Fay (1973).
Referenced by:: §20.1, Profile Bernard Deconinck, § ‣ Chapter Authors, § ‣ Associate Editors, Index T, Organization and Objective, § ‣ Software Cross Index
Permalink:: http://dlmf.nist.gov/21

Sidebar 21.SB1: Periodic Surface Waves

Sidebar 21.SB2: A two-phase solution of the
Kadomtsev–Petviashvili equation ()

Notation
1. 21.1 Special Notation
Properties

Applications
Computation
1. 21.10 Methods of Computation
2. 21.11 Software

20.16 Software 21.1 Special Notation

© 2010–2024 NIST / Disclaimer / Feedback; Version 1.2.3; Release date 2024-12-15.

NIST

Site Privacy Accessibility Privacy Program Copyrights Vulnerability Disclosure No Fear Act Policy FOIA Environmental Policy Scientific Integrity Information Quality Standards Commerce.gov Science.gov USA.gov