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Topological Persistence in Geometry and Analysis
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Table of Contents

  • A primer of persistence modules: Definition and first examples
  • Barcodes
  • Proof of the isometry theorem
  • What can we read from a barcode?
  • Applications to metric geometry and function theory: Applications of Rips complexes
  • Topological function theory
  • Persistent homology in symplectic geometry: A concise introduction to symplectic geometry
  • Hamiltonian persistence modules
  • Symplectic persistence modules
  • Bibliography
  • Notation index
  • Subject index
  • Name index.

About the Author

Leonid Polterovich, Tel Aviv University, Israel.

Daniel Rosen, Ruhr-Universitat Bochum, Germany.

Karina Samvelyan, Tel Aviv University, Israel.

Jun Zhang, Universite de Montreal, Canada.

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