BOOK

Arithmetic of p-adic Modular Forms

Fernando Q. Gouvêa

Year: 1988 Lecture notes in mathematics   Publisher: Springer Nature
Keywords:
Mathematics Modular form Galois module Arithmetic Modular design Algebra over a field Pure mathematics Galois group Relation (database) Computer science Programming language

Metrics

91
Cited By
0.14
FWCI (Field Weighted Citation Impact)
0
Refs
0.60
Citation Normalized Percentile
Is in top 1%
Is in top 10%

Citation History

Topics

Algebraic Geometry and Number Theory
Physical Sciences →  Mathematics →  Geometry and Topology
advanced mathematical theories
Physical Sciences →  Mathematics →  Mathematical Physics
Advanced Mathematical Identities
Physical Sciences →  Mathematics →  Algebra and Number Theory

Related Documents

BOOK-CHAPTER

p-adic modular forms

Fernando Q. Gouvêa

Lecture notes in mathematics Year: 1988 Pages: 1-29
JOURNAL ARTICLE

Mock modular forms as $p$-adic modular forms

Kathrin BringmannPavel GuerzhoyBen Kane

Journal:   Transactions of the American Mathematical Society Year: 2012 Vol: 364 (5)Pages: 2393-2410
JOURNAL ARTICLE

p–adic Modular Symbols and Λ–adic Modular Forms

Fu Zheng Wang

Journal:   Acta Mathematica Sinica English Series Year: 2006 Vol: 22 (2)Pages: 331-338
JOURNAL ARTICLE

Quasimodular Siegel Modular Forms as P-Adic Modular Forms

Siegfried Böcherer

Journal:   SARAJEVO JOURNAL OF MATHEMATICS Year: 2024 Vol: 12 (2)Pages: 419-428
JOURNAL ARTICLE

Arithmetic properties of Fredholm series forp-adic modular forms

John BergdallRobert Pollack

Journal:   Proceedings of the London Mathematical Society Year: 2016 Vol: 113 (4)Pages: 419-444
© 2026 ScienceGate Book Chapters — All rights reserved.