Fermat's Last Theorem: The Connected-Etale Sequence! (5.16, 82)

preview_player
Показать описание


  1. Dr. V
  2. math
  3. mathematics
  4. elliptic curves
  5. modular forms
  6. fermat's last theorem
Рекомендации по теме
Fermat's Last Theorem: 0:05:03

Fermat's Last Theorem: The Connected-Etale Sequence! (5.16, 82)

Fermat's Last Theorem: 0:06:22

Fermat's Last Theorem: The Etale Fundamental Group! (5.15, 81)

Fermat's Last Theorem: 0:04:27

Fermat's Last Theorem: Finite Etale Morphisms! (5.14, 80)

Fermat's Last Theorem: 0:03:31

Fermat's Last Theorem: The Roots of Unity Group Scheme! (5.8, 74)

Fermat's Last Theorem: 0:05:09

Fermat's Last Theorem: Group Scheme Order! (5.12, 78)

Fermat's Last Theorem: 0:10:40

Fermat's Last Theorem: More General Good Reduction Results! (13.6, 184)

Insight into Fermat's 0:29:48

Insight into Fermat's Last Theorem Proof, what's it MEAN 'elliptic curves are modular...

Fermat's Last Theorem: 0:11:42

Fermat's Last Theorem: Elliptic Curves and the Need for Flatness! (13.2, 180)

Weil conjectures 4 0:21:28

Weil conjectures 4 Fermat hypersurfaces

The Life of 1:41:11

The Life of Alexander Grothendieck & Topos Theory | Colin McLarty

Introduction to the 1:17:47

Introduction to the Modular Method - Nicolas Billerey, University Clermont Auvergne, France

Kevin Buzzard, On 0:56:42

Kevin Buzzard, On the ingredients for Fermat

Geometry of Frobenioids 0:09:08

Geometry of Frobenioids - part 8 - Localization

Thoughts about Andrew 0:52:46

Thoughts about Andrew Ogg’s (Torsion) conjecture - Barry C. Mazur

David Zureick-Brown, Moduli 0:56:22

David Zureick-Brown, Moduli spaces and arithmetic statistics

J.Thorner-An approximate form 1:05:10

J.Thorner-An approximate form of Artin’s holomorphy conjecture and nonvanishing of Artin L-functions...

Voevodsky proof of 0:58:24

Voevodsky proof of Milnor and Bloch-Kato conjectures - Alexander Merkurjev

ABC Intro - 0:33:29

ABC Intro - part 2 - Frey Curve, Szpiro, and ABC

Kevin Buzzard (lecture 1:23:18

Kevin Buzzard (lecture 7/20) Automorphic Forms And The Langlands Program [2017]

Genesis of vertex 0:34:28

Genesis of vertex algebras

Chandrashekhar Khare, Serre's 1:00:46

Chandrashekhar Khare, Serre's conjecture and computational aspects of the Langlands program

Galois Representations and 1:18:15

Galois Representations and Modular forms - Sudhanshu Shekhar, IIT Kanpur.

Math 679 / 1:17:41

Math 679 / Lecture 6: Group schemes 2

Multiplicity One Conjecture 0:54:13

Multiplicity One Conjecture in Min-max theory -Xin Zhou