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Cusp form
Modular Forms, the Ramanujan Conjecture and the Jacquet-Langlands Correspondence
Congruences Between Modular Forms
25 Modular Forms and L-Series
The Role of the Ramanujan Conjecture in Analytic Number Theory
Modular Forms and Affine Lie Algebras
Modular Dedekind Symbols Associated to Fuchsian Groups and Higher-Order Eisenstein Series
18.785 Notes
1 Second Facts About Spaces of Modular Forms
Elliptic Curves and Modular Forms
The Modularity Theorem
Modular Functions and Modular Forms
On H 3 2.2. Fundamental Domain6 2.3
Harmonic Maass Forms, Mock Modular Forms, and Quantum Modular Forms
The Modularity Theorem Jerry Shurman Y + Xy + Y = X − X − X − 14 −1, 0, −2, 4, 0, −2, 1, −4, 4, 6, 4,
Quantum Black Holes, Wall Crossing, and Mock Modular Forms Arxiv
NUMERICAL COMPUTATION of PETERSSON INNER PRODUCTS and Q-EXPANSIONS
Pdf Notes on Automorphic Forms and the Arthur-Selberg Trace Formula
On the Modularity of Elliptic Curves
Top View
Automorphic Forms on GL(2)
A P-Arton Model for Modular Cusp Forms
Modular Forms and Automorphic Representations
Regularized Petersson Inner Products for Meromorphic Modular Forms
MODULAR CURVES and MODULAR FORMS All of the Material Covered Here Can Be Found in the References, Though I Claim Responsibility
13. the Spectral Side of the Selberg Trace Formula 39 14
Modular Forms
Classical Modular Forms
Quantum Modular Forms
Modular Forms: a Computational Approach William A. Stein
Modular Forms (MA4H9)
Notes on the Generalized Ramanujan Conjectures
On the Petersson Scalar Product of Arbitrary Modular Forms
GALOIS REPRESENTATIONS and the MODULARITY THEOREM Dedicated to Dr. Mic Jackson. 1. Introduction We Are Interested in the Roots O
The Arithmetic of Modular Grids Grant Steven Molnar Brigham Young University
Introduction to Modular Forms
Modular Forms, Elliptic Curves, and Their Connection to Fermat's Last
An Introduction to Modular Forms Henri Cohen
The Spectrum of the Laplacian on Γ\H & the Trace Formula
Perspectives on Mock Modular Forms
Arxiv:1710.06653V2 [Math.NT] 20 May 2021 Agl Oiae Ypolm Npyis Okmdlrfrshv Be Have Forms Modular Mock Physics, Importance
EICHLER-SHIMURA THEORY for MOCK MODULAR FORMS 1. Introduction and Statement of Results the Recent Works of Zwegers
Mock Modular Forms and Class Numbers of Quadratic Forms
Modular Forms Associated to Real Quadratic Fields
18.783 S19 Elliptic Curves, Lecture 25: Modular Forms and L-Functions
A (Non)Introduction to Modular Forms
An Introduction to Computing Modular Forms Using Modular Symbols
25 Modular Forms and L-Functions
An Introduction to Classical Modular Forms
TRACE FORMULAE DORIAN GOLDFELD Contents 1. Lecture 1
Automorphic Forms for GL2 Over Q
Modular Forms (MA4H9)
An Introduction to Elliptic Curves and Modular Forms
Eisenstein Series, the Trace Formula, and the Modern Theory Of
P-ADIC COUPLING of MOCK MODULAR FORMS and SHADOWS
MODULAR FORMS Contents 1. Introduction 2 1.1. Basic Notation 2 1.2. Some Motivating Examples 2 2. Modular Forms of Level One
A Brief Overview of Modular and Automorphic Forms
Automorphic Forms and Automorphic Representations
Special Values of Twisted Symmetric Square L-Functions and the Trace Formula*