Christopher Dodd

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math.AG2024

Categorical Cell Decomposition of Quantized Symplectic Algebraic Varieties

Gwyn Bellamy, Christopher Dodd, Kevin McGerty +1

We prove a new symplectic analogue of Kashiwara's Equivalence from D-module theory. As a consequence, we establish a structure theory for module categories over deformation quantiz…

math.AG2024

The p-cycle of Holonomic D-modules and Quantization of Exact Algebraic Lagrangians

Christopher Dodd

Let $X = A^{n}$ be complex affine space, and let $T^{*} X$ be its cotangent bundle. For any exact Lagrangian $L \subset T^{*} X$ , we define a new invariant, A, living in $ \tex…