TDA at the Joint Mathematics Meetings 2020

Here are some of the talks that I (Mikael Vejdemo-Johansson) discovered when looking through the programme.

Wednesday

• 8.30, room 112: Topological Data Analysis for Ring Channels in Intracellular Transport.

Thursday

• 9.15, room 204: Sliding window embeddings of quasiperiodic functions.
• 9.30, room 204: Coordinatizing Data With Lens Spaces and Persistent Cohomology.
• 10.30, room 204: Cities, voting, and spider DUIs: Case studies in spatial applications of topological tools.
• 10.45, room 710: The Datasaurus and Persistent Homology.
• 11.30, room 710: Clustering Algorithms: Stability of TDA Mapper Graphs.
• 13.45, room 204: Artworks and Articles Meet Mapper and Persistent Homology.

Friday

Mikael Vejdemo-Johansson and Henry Adams are organizing a full-day special session on applied topology.

Room 113.

• 8.00: Topological Data Analysis for Detecting Dynamic State Changes via Nodal Networks.
• 8.30: Featurization of Persistence Diagrams using Template Functions for Machine Learning Tasks.
• 9.00: Approximate triangulations of Grassmannians.
• 9.30: A Bayesian Framework for Persistent Homology.
• 10.00: Limit theorems of persistent homology.
• 10.30: Brittany Fasy
• 13.00: Topological and Geometric Analysis of Discrete Random Growth Models.
• 13.30: On the Dynamics of Solvent-excluded Surface Topology under Protein Flexing.
• 14.00: Probabilistic Convergence and Stability of Random Mapper Graphs.
• 14.30: Data analysis with continuously parametrized zigzag modules and beyond.
• 15.00: Applied topology methods in knot theory.
• 15.30: Morse theory for Wasserstein spaces.
• 16.00: Vietoris-Rips homology through the looking glass.
• 16.30: The Relationship Between the Intrinsic Cech and Persistence Distortion Distances for Metric Graphs.
• 17.00: Computational topology techniques for characterizing time-series data.
• 17.30: Spatio-temporal persistent homology for dynamic metric spaces.

Also this day are

• 9.00, room 506: An Application of the Mapper Algorithm to Sports Analytics in College Basketball.
• 15.00, room 407: Topological Data Analysis of Collective Behavior.

Saturday

• 13.00 – 18.00, room 104: AMS Special Session on Vietoris-Borsuk-Rips Homotopy, with several relevant talks
  • 13.00: Parametrized homotopy theory and motion planning problems.
  • 14.00: An application of nerve complexes in imputation.
  • 15.00: Vietoris–Rips complexes of spheres.
  • 16.30: On coarse properties of persistence diagrams.
• 15.00, room 406: Manifold Learning Using Persistent Homology on the Laplacian Eigenfunctions.
• 15.30, room 204: Topological Data Analysis on Murine Pulmonary Arterial Networks Under Hypoxia-Induced Pulmonary Hypertension.

Hope to see you at the #JMM2020