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Ramification of supercuspidal parameters
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Classroom Contents
Theta Series - Representation Theory, Geometry, and Arithmetic
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- 1 Ramification of supercuspidal parameters
- 2 The Fricke-Macbeath curve and triple product L-functions
- 3 Sup-norm bounds on average for Siegel modular forms
- 4 Representations of reductive p-adic groups over number or finite fields
- 5 Kudla-Rapoport special cycles and more AFL conjectures
- 6 Arithmetic volumes of unitary Shimura varieties
- 7 CM values of higher automorphic Green functions
- 8 Eisenstein cocycles and values of L-functions
- 9 A higher arithmetic Siegel-Weil formula for unitary groups
- 10 Dichotomy and Howe duality for exceptional theta correspondences
- 11 Local Jiang's Conjecture for Arthur Packets
- 12 Beilinson-Bloch conjecture and arithmetic inner product formula
- 13 Mixed motives whose motivic Galois group has a large unipotent radical
- 14 On the p-adic uniformization of Shimura curves
- 15 Eisenstein series and the cohomology of congruence groups
- 16 Foliations on Shimura varieties
- 17 Kudla-Rapoport conjecture over the ramified primes
