AMS Sectional Meeting AMS Special Session

Current as of Wednesday, May 14, 2025 07:27:23

2025 Fall Central Sectional Meeting

  • Saint Louis University, St. Louis, MO
  • October 18-19, 2025 (Saturday - Sunday)
  • Meeting #1211

Associate Secretary for the AMS Scientific Program:

Betsy Stovall, stovall@math.wisc.edu

Please note room assignments are subject to change right up until the meeting occurs. The program published here is continually updated.

Special Session on Harmonic Analysis, Frame Theory, and Tilings I

  • Unscheduled
    Special Session on Harmonic Analysis, Frame Theory, and Tilings I
    This session will focus on three areas. (1) Proven and conjectured connections between basis representations of functions in L^2(R^d) and tilings. (2) The application of harmonic analysis to resolve problems in the theory of tiling. (3) The Heil-Ramanathan-Topiwala Conjecture, which conjectures that modulations and translations of a square integrable function on R are linearly independent.
    Organizers:
    Darrin M Speegle, Saint Louis University speegled@slu.edu
    Marcin M. Bownik, University of Oregon
    Daniel Freeman, Saint Louis University
    Dorsa Ghoreishi, Saint Louis University

  • Unscheduled
    Special Session on Harmonic analysis, frame theory, and tilings II
    This session will focus on three areas. (1) Proven and conjectured connections between basis representations of functions in L^2(R^d) and tilings. (2) The application of harmonic analysis to resolve problems in the theory of tiling. (3) The Heil-Ramanathan-Topiwala Conjecture, which conjectures that modulations and translations of a square integrable function on R are linearly independent.
    Organizers:
    Darrin M Speegle, Saint Louis University speegled@slu.edu
    Marcin M. Bownik, University of Oregon
    Daniel Freeman, Saint Louis University
    Dorsa Ghoreishi, Saint Louis University

  • Unscheduled
    Special Session on Harmonic analysis, frame theory, and tilings III
    This session will focus on three areas. (1) Proven and conjectured connections between basis representations of functions in L^2(R^d) and tilings. (2) The application of harmonic analysis to resolve problems in the theory of tiling. (3) The Heil-Ramanathan-Topiwala Conjecture, which conjectures that modulations and translations of a square integrable function on R are linearly independent.
    Organizers:
    Darrin M Speegle, Saint Louis University speegled@slu.edu
    Marcin M. Bownik, University of Oregon
    Daniel Freeman, Saint Louis University
    Dorsa Ghoreishi, Saint Louis University

  • Unscheduled
    Special Session on Harmonic analysis, frame theory, and tilings IV
    This session will focus on three areas. (1) Proven and conjectured connections between basis representations of functions in L^2(R^d) and tilings. (2) The application of harmonic analysis to resolve problems in the theory of tiling. (3) The Heil-Ramanathan-Topiwala Conjecture, which conjectures that modulations and translations of a square integrable function on R are linearly independent.
    Organizers:
    Darrin M Speegle, Saint Louis University speegled@slu.edu
    Marcin M. Bownik, University of Oregon
    Daniel Freeman, Saint Louis University
    Dorsa Ghoreishi, Saint Louis University

Inquiries: meet@ams.org