"The Langlands Program: An Introduction and Recent Progress" by Prof. Solomon Friedberg Published 2023-03-22 Download video MP4 360p Recommendations 1:03:27 The Langlands Program - Numberphile 58:07 Edward Frenkel: Langlands Program and Unification 1:06:14 An Introduction to the Langlands Program 56:38 James Arthur: The Langlands program: arithmetic, geometry and analysis 1:00:05 Akshay Venkatesh, Automorphic Forms 1 30:44 The Langlands Programme - Andrew Wiles 59:09 Lecture 1: Gauge Theory for Nonexperts 16:20 The REAL Three Body Problem in Physics 1:01:47 Shin, Sugwoo (UC Berkeley) / A historical introduction to the Langlands program / 2018-05-17 42:44 Robert Langlands: On the Geometric Theory 33:33 Math Talk! Heejong Lee, Ph.D. Langlands Program 26:20 A Sensible Introduction to Category Theory 40:07 GENERATION GROTHENDIECK 1:05:51 Prof. Kevin Buzzard | An introduction to the Langlands Program 14:25 Did Google Researchers Just Create a Self-Replicating Computer Life Form? 16:27 The Search for Siegel Zeros - Numberphile 53:07 Lecture 05 | Automorphic Forms and Representation Theory: an introduction to the Langlands Program 49:55 L-functions and the Langlands program (RH Saga S1E2) Similar videos 07:35 Brief introduction to the Langlands program 43:00 Lecture 03 | Automorphic Forms and Representation Theory: an introduction to the Langlands Program 06:58 Mathematician explains Langlands program: The unified theory of mathematics | Edward Frenkel 56:23 Lecture 06 | Automorphic Forms and Representation Theory: an introduction to the Langlands Program 52:48 Lecture 14: Automorphic Forms and Representation Theory: an introduction to the Langlands Program 05:21 Langlands Program and Automorphic Forms nursing continuing education 2:07:46 An introduction to the Langlands correspondence 1:13:09 Solomon Friedberg (Boston College): A new theta correspondence 4:18:38 L-Functions 1:27:28 David Ben-Zvi - Between Coherent and Constructible Local Langlands Correspondences 1:05:06 "What is the Riemann Hypothesis and why does it matter?" by Ken Ono 1:02:31 Chao Li - 1/2 Geometric and Arithmetic Theta Correspondences More results