Elliptic Curves and the Special Values of L-Functions (2022)

Elliptic Curves and the Special Values of L-Functions (2022)

International Centre for Theoretical Sciences via YouTube Direct link

Non-Vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 1) by Haruzo Hida

1 of 48

1 of 48

Non-Vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 1) by Haruzo Hida

Class Central Classrooms beta

YouTube videos curated by Class Central.

Classroom Contents

Elliptic Curves and the Special Values of L-Functions (2022)

Automatically move to the next video in the Classroom when playback concludes

  1. 1 Non-Vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 1) by Haruzo Hida
  2. 2 on the Brumer-Stark Conjecture (Lecture 1) by Samit Dasgupta
  3. 3 Average Rank of Elliptic Curves: overview of the Results (Lecture 1) by Arul Shankar
  4. 4 Special Values of Motivic L-functions (Lecture 1) by Matthias Flach
  5. 5 Recent Advances on Beilinson-Bloch-Kato Conjecture (Lecture 1) by Yifeng Liu
  6. 6 Non-Vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 2) ) by Haruzo Hida
  7. 7 on the Brumer-Stark Conjecture (Lecture 2) by Samit Dasgupta
  8. 8 Euler Systems and Beilinson-Flach Elements (Lecture 1) by Antonio Lei
  9. 9 Special Values of Motivic L-Functions (Lecture 2) by Matthias Flach
  10. 10 Recent Advances on Beilinson-Bloch-Kato Conjecture (Lecture 2) by Yifeng Liu
  11. 11 on the Brumer-Stark Conjecture (Lecture 3) by Mahesh Kakde
  12. 12 Euler Systems and Beilinson-Flach Elements (Lecture 2) by Antonio Lei
  13. 13 Parametrization of the 2-, 3-, 4-, and 5-Selmer Groups of Elliptic... (Lecture 2) by Arul Shankar
  14. 14 Special Values of Zeta Functions (Lecture 1) by Matthias Flach
  15. 15 On the Iwasawa Theory of Elliptic Curves at Eisenstein Primes by Francesc Castella (Lecture 1)
  16. 16 on the Brumer-Stark Conjecture (Lecture 4) by Mahesh Kakde
  17. 17 Geometry-of-Numbers Techniques in Arithmetic Statistics (Lecture 3) by Arul Shankar
  18. 18 Special Values of Zeta Functions (Lecture 2) by Matthias Flach
  19. 19 On the Iwasawa Theory of Elliptic Curves at Eisenstein Primes (Lecture 2)  by Francesc Castella
  20. 20 Euler Systems and Beilinson-Flach Elements (Lecture 3) by Antonio Lei
  21. 21 Computations of Local Volumes and Mass Formulas (Lecture 4) by Arul Shankar
  22. 22 Non-vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 4) by Haruzo Hida
  23. 23 On the Iwasawa theory of elliptic curves at Eisenstein primes (Lecture 3) by Francesc Castella
  24. 24 Sums of Two Cubes by Ari Shnidman
  25. 25 Iwasawa invariants for elliptic curves in a family by Sujatha Ramdorai
  26. 26 p-adic Artin Formalism for the Triple Product of Modular Forms by Aprameyo Pal
  27. 27 Modular forms of weight one, motivic cohomology and the Jacquet-Langlands.... by Kartik Prasanna
  28. 28 Serre Duality on Character Varieties and Explicit Reciprocity Laws by Otmar Venjakob
  29. 29 Multivariate (φ,Γ)-modules by Gergely Zábrádi
  30. 30 p-adic Artin L-function over a CM-field by Tadashi Ochiai
  31. 31 The special Values of Rankin-Selberg L-functions over a totally Imaginary field by A Raghuram
  32. 32 Rubin’s Conjecture on Local Units in the Anticyclotomic Tower at Inert Primes by Shinichi Kobayashi
  33. 33 Iwasawa Theory for Rankin-selberg Convolution by Sudhanshu Shekhar
  34. 34 Ribet’s Conjecture for Eisenstein Maximal Ideals of Cube-free Level by Debargha Banerjee
  35. 35 On Kato’s epsilon conjecture for anticyclotomic CM deformations at inert primes by Kazuto Ota
  36. 36 p-adic Heights of the Arithmetic Diagonal Cycles by Wei Zhang
  37. 37 p-adic L-functions for GSp(4)\times GL(2) by Zheng Liu
  38. 38 Iwasawa Main Conjecture for Universal Families by Xin Wan
  39. 39 On p-adic L-functions for U(3)xU(2) by Ming-Lun Hsieh
  40. 40 Bounds for L-functions by Ritabrata Munshi
  41. 41 The Structure of Selmer Groups of Elliptic Curves by Chan-Ho Kim
  42. 42 Non-vanishing Theorems for the Gross Family of Elliptic Curves by Yukako Kezuka
  43. 43 Locally Potentially Equivalent Galois Representations by C S Rajan
  44. 44 Special values of L-functions and Ihara’s lemma for quaternionic Shimura vari.. by Matteo Tamiozzo
  45. 45 An ergodic approach towards an equidistribution result of Ferrero–Washington by Bharathwaj Palvannan
  46. 46 Elliptic Curves of Ranks Zero and One by Christopher Skinner
  47. 47 on the Brumer-Stark Conjecture (Lecture 5) by Mahesh Kakde
  48. 48 Weight Interlacing and Iwasawa Theory by Shilin Lai

Never Stop Learning.

Get personalized course recommendations, track subjects and courses with reminders, and more.

Someone learning on their laptop while sitting on the floor.