Seminar on Fundamental Lemmas and Fourier Transform (Winter 2020)

  • Lecture 1--Intro/motivation
  • Lecture 2--FL + AFL (Notes 1-2)
  • Lecture 3--Supersingular elliptic curves and Waldspurger-Gross (Notes)
  • Lecture 4--Supersingular locus, period integrals (Notes 4-5)
  • Lecture 5--Jacquet-Langlands, Waldspurger formula, trace formula
  • Lecture 6-- Relative trace formula (Notes 6-7)
  • Lecture 7-- Jacquet's fundamental lemma
  • Lecture 8-- Jacquet's fundamental lemma II (Notes)
  • Lecture 9-- Unitary Gan-Gross-Prasad (Notes)
  • Lecture 10-- Jacquet-Rallis fundamental lemma, reduction to lie algebra (Notes)
  • Lecture 11-- Proof of FL (Notes)
  • Lecture 12-- End of Proof of FL, Fourier compatibility (Notes)
  • Lecture 13-- AFL, Gross_Zagier (Notes)
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