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The modified Kudla–Rapoport conjecture for maximal parahoric Rapoport–Zink spaces
Let $L\subset \mathbb{V}$ be an $O_F$ -lattice. The modified derived local density is … where the coefficients $c_{n,i}\in\mathbb{Q}$ are chosen so that…
openarithmetic-geometry local-densities unitary-shimura-varieties
09
The local-density kernel conjecture for Jordan components of quadratic lattices
Local-density kernel conjecture. The map $\varphi_{\kappa}$ is surjective, and its kernel is isomorphic as a set to
openarithmetic-groups local-densities quadratic-forms
03

The modified Kudla–Rapoport conjecture for maximal parahoric Rapoport–Zink spaces