Symplectic Topology and Knot Invariants (Q167977): Difference between revisions

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description / endescription / en
This cluster of papers explores the intersection of symplectic topology, knot invariants, and related areas such as holomorphic disks, Floer homology, contact geometry, group theory, hyperbolic manifolds, quantum topology, braid groups, and the study
Studying knots and their invariants through symplectic geometry and algebraic tools.

Revision as of 14:05, 30 August 2024

Studying knots and their invariants through symplectic geometry and algebraic tools.
  • Symplectic Topology
  • Knot Invariants
  • Holomorphic Disks
  • Floer Homology
  • Contact Geometry
  • Group Theory
  • Hyperbolic Manifolds
  • Quantum Topology
  • Braid Groups
  • Protein Knotting
Language Label Description Also known as
English
Symplectic Topology and Knot Invariants
Studying knots and their invariants through symplectic geometry and algebraic tools.
  • Symplectic Topology
  • Knot Invariants
  • Holomorphic Disks
  • Floer Homology
  • Contact Geometry
  • Group Theory
  • Hyperbolic Manifolds
  • Quantum Topology
  • Braid Groups
  • Protein Knotting

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