Topic Brief: The general framework for the study of congruences between modular forms is provided by the theory of Joint IAS/Princeton University Number Theory Seminar Topic: Upper bounds for constant slope

P Adic Modular Forms Christian Johansson -

The general framework for the study of congruences between modular forms is provided by the theory of Joint IAS/Princeton University Number Theory Seminar Topic: Upper bounds for constant slope Short talks by postdoctoral members Topic: Singular moduli for real quadratic fields and

Important details found

  • The general framework for the study of congruences between modular forms is provided by the theory of
  • Joint IAS/Princeton University Number Theory Seminar Topic: Upper bounds for constant slope
  • Short talks by postdoctoral members Topic: Singular moduli for real quadratic fields and
  • Andrei Jorza Institute for Advanced Study September 23, 2010 For more videos, visit
  • Goss, David* *Department of Mathematics The Ohio State University 231 W.

Why this topic is useful

A structured page helps reduce disconnected snippets by grouping the main subject with context, examples, and nearby entries.

Sponsored

Frequently Asked Questions

Is the information always complete?

Not always. Some topics may need verification from official or primary sources.

How should readers use this information?

Use it as a starting point, then open related pages for more specific details.

What should readers check next?

Readers should check related pages, official references, or updated sources when details matter.

Related Images

p-adic modular forms - Christian Johansson
Christian Johansson, On categorical p-adic local Langlands for GL(2,Qp)
P-Adic Automorphic Forms and (big) Igusa Varieties by Sean Howe
A Construction of v-adic Modular Forms
Singular moduli for real quadratic fields and p-adic families of modular forms - Jan Vonk
p adic Modular Deformations of Mod p Modular Representations - Ken Ribet
p-adic automorphic forms in the sense of Scholze (Lecture 2) by  Debargha Banerjee
Modular forms with small Fourier coefficients - Florian Sprung
Upper bounds for constant slope p-adic families of modular forms -John Bergdall
STPM - Families and Congruences Between Modular Forms - Andrei Jorza
Sponsored
View Full Details
p-adic modular forms - Christian Johansson

p-adic modular forms - Christian Johansson

Read more details and related context about p-adic modular forms - Christian Johansson.

Christian Johansson, On categorical p-adic local Langlands for GL(2,Qp)

Christian Johansson, On categorical p-adic local Langlands for GL(2,Qp)

This talk was recorded as part of a workshop hosted by ICMS. For more of our talk recordings have a look at the other event ...

P-Adic Automorphic Forms and (big) Igusa Varieties by Sean Howe

P-Adic Automorphic Forms and (big) Igusa Varieties by Sean Howe

Read more details and related context about P-Adic Automorphic Forms and (big) Igusa Varieties by Sean Howe.

A Construction of v-adic Modular Forms

A Construction of v-adic Modular Forms

Goss, David* *Department of Mathematics The Ohio State University 231 W. 18th Ave. Columbus, Ohio 43210-1174 UNITED ...

Singular moduli for real quadratic fields and p-adic families of modular forms - Jan Vonk

Singular moduli for real quadratic fields and p-adic families of modular forms - Jan Vonk

Short talks by postdoctoral members Topic: Singular moduli for real quadratic fields and

p adic Modular Deformations of Mod p Modular Representations - Ken Ribet

p adic Modular Deformations of Mod p Modular Representations - Ken Ribet

Read more details and related context about p adic Modular Deformations of Mod p Modular Representations - Ken Ribet.

p-adic automorphic forms in the sense of Scholze (Lecture 2) by  Debargha Banerjee

p-adic automorphic forms in the sense of Scholze (Lecture 2) by Debargha Banerjee

The general framework for the study of congruences between modular forms is provided by the theory of

Modular forms with small Fourier coefficients - Florian Sprung

Modular forms with small Fourier coefficients - Florian Sprung

Read more details and related context about Modular forms with small Fourier coefficients - Florian Sprung.

Upper bounds for constant slope p-adic families of modular forms -John Bergdall

Upper bounds for constant slope p-adic families of modular forms -John Bergdall

Joint IAS/Princeton University Number Theory Seminar Topic: Upper bounds for constant slope

STPM - Families and Congruences Between Modular Forms - Andrei Jorza

STPM - Families and Congruences Between Modular Forms - Andrei Jorza

Andrei Jorza Institute for Advanced Study September 23, 2010 For more videos, visit