# Homotopy and Cohomology in Algebraic Topology

{
  "id": "T10896",
  "title": "Homotopy and Cohomology in Algebraic Topology",
  "url": "/topics/T10896",
  "kind": "topic-directory",
  "aeo_cohort": "topic-directory",
  "provider": "openalex",
  "revision": "22d6decc24ad6ae0",
  "catalogue_revision": "f050b5d4780b1289",
  "numeric_address": "36240730037821553",
  "address_version": "morton4x16-v1",
  "coordinates": [
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    10896
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  "answer_status": "Directory metadata; local answer requires separate source review",
  "truth_status": "Subject descriptor, not a factual answer or a demonstrated knowledge gap"
}

This cluster of papers focuses on the deformation quantization of Poisson manifolds, involving topics such as Lie algebroids, homotopy theory, symplectic geometry, model categories, K-theory, operads, and higher algebraic structures. It explores the application of deformation quantization in various mathematical contexts and its implications for understanding geometric and algebraic structures.

Directory metadata is not a factual answer or evidence of a global knowledge gap.

Source: https://openalex.org/T10896

No owner-reviewed local answer yet.