Видео ютуба по тегу Modular Forms

Vertex operator algebras, higher genus partition functions and Teichmüller modular forms

Vertex operator algebras, higher genus partition functions and Teichmüller modular forms
Elliptic curves and meromorphic modular forms, Pengcheng Zhang (MPIM Bonn)

Elliptic curves and meromorphic modular forms, Pengcheng Zhang (MPIM Bonn)
Teichmüller curves and Hilbert modular forms, Nicole Müller (GU Frankfurt)

Teichmüller curves and Hilbert modular forms, Nicole Müller (GU Frankfurt)
Rigid classes for SL(n) and p-adic families of modular forms, Martí Roset Julià (McGill University)

Rigid classes for SL(n) and p-adic families of modular forms, Martí Roset Julià (McGill University)
On connections between modular forms and coding theory, Jolanta Marzec-Ballestros

On connections between modular forms and coding theory, Jolanta Marzec-Ballestros
Minimal Trilinear Operators on Modular Forms, Shaul Zemel (Hebrew University of Jerusalem)

Minimal Trilinear Operators on Modular Forms, Shaul Zemel (Hebrew University of Jerusalem)
Linking numbers and non-holomorphic Siegel modular forms, Mads Christenen (UCL)

Linking numbers and non-holomorphic Siegel modular forms, Mads Christenen (UCL)
Prototype Modular Concrete Forms

Prototype Modular Concrete Forms
Erich Hecke mathematician specialized in number theory and modular forms. He was born on 20-09-1887.

Erich Hecke mathematician specialized in number theory and modular forms. He was born on 20-09-1887.
Naomi Sweeting - On the Bloch–Kato Conjecture for some four-dimensional symplectic Galois (...)

Naomi Sweeting - On the Bloch–Kato Conjecture for some four-dimensional symplectic Galois (...)
Modular Form by Mikeastro

Modular Form by Mikeastro
What Are Ramanujan's Mock Modular Forms? - History Icons Channel

What Are Ramanujan's Mock Modular Forms? - History Icons Channel
Modular Forms and Theta Functions - Paul Kiefer

Modular Forms and Theta Functions - Paul Kiefer
What Is A Modular Form? - Art Across Cultures

What Is A Modular Form? - Art Across Cultures
Lecture 3 | An Introductory Course on MODULAR FORMS | Pi and Infinity

Lecture 3 | An Introductory Course on MODULAR FORMS | Pi and Infinity
Mathematicians think the D4 lattice is the best packing in 4D. But no one’s proven it yet! Can you?😎

Mathematicians think the D4 lattice is the best packing in 4D. But no one’s proven it yet! Can you?😎
Lecture 2 | An Introductory Course on MODULAR FORMS | Pi and Infinity

Lecture 2 | An Introductory Course on MODULAR FORMS | Pi and Infinity
Sharing Session Modular Form Yosua Feri Wijaya

Sharing Session Modular Form Yosua Feri Wijaya
The TraderZeta Series to modular forms: My greatest work in Number Theory.

The TraderZeta Series to modular forms: My greatest work in Number Theory.

Examples of Harmonic Maass forms of Half-integral Weight by Nick Andersen

Examples of Harmonic Maass forms of Half-integral Weight by Nick Andersen