This analysis defines equivariant homology in stacks using sheaf theory, indicating its application across algebraic, complex-analytic, or topological categories.
We use sheaf theory and the six operations to define and study the (equivariant) homology of stacks. The construction makes sense in the algebraic, complex-analytic, or even topological categories.
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Adeel A. Khan (2025) studied this question.
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