Description

Book Synopsis
This volume contains the proceedings of the “Arizona School of Analysis and Mathematical Physics”, held in March 2018, at the University of Arizona. The articles in this volume reflect recent progress and innovative techniques developed within mathematical physics.

Table of Contents
  • H. Abdul-Rahman, M. Lemm, A. Lucia, B. Nachtergaele, and A. Young, A class of two-dimensional AKLT models with a gap
  • S. Bachmann, A. Bols, W. De Roeck, and M. Fraas, Note on linear response for interacting Hall insulators
  • S. Bachmann, W. De Roeck, and M. Fraas, The adiabatic theoerm in a quantum many-body setting
  • R. DeMuse and M. Yin, Perspectives on exponential random graphs
  • C. Fischbacher, A Schrodinger operator approach to higher spin XXZ systems on general graphs
  • Y. Latushkin and S. Sukhtaiev, An index theorem for Schrodinger operators on metric graphs
  • M. Lemm, Finite-size criteria for spectral gaps in $D$-dimensional quantum spin systems
  • A. Saenz, The KPZ universality class and related topics
  • G. Stolz, Aspects of the mathematical theory of disordered quantum spin chains.

Analytic Trends in Mathematical Physics

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Order before 4pm today for delivery by Tue 7 Apr 2026.

A Paperback by Houssam Abdul–rahman, Robert Sims, Amanda Young

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    View other formats and editions of Analytic Trends in Mathematical Physics by Houssam Abdul–rahman

    Publisher: MP-AMM American Mathematical
    Publication Date: 3/30/2020 12:00:00 AM
    ISBN13: 9781470448417, 978-1470448417
    ISBN10: 1470448416
    Also in:
    Calculus and mathematical analysis

    Description

    Book Synopsis
    This volume contains the proceedings of the “Arizona School of Analysis and Mathematical Physics”, held in March 2018, at the University of Arizona. The articles in this volume reflect recent progress and innovative techniques developed within mathematical physics.

    Table of Contents
    • H. Abdul-Rahman, M. Lemm, A. Lucia, B. Nachtergaele, and A. Young, A class of two-dimensional AKLT models with a gap
    • S. Bachmann, A. Bols, W. De Roeck, and M. Fraas, Note on linear response for interacting Hall insulators
    • S. Bachmann, W. De Roeck, and M. Fraas, The adiabatic theoerm in a quantum many-body setting
    • R. DeMuse and M. Yin, Perspectives on exponential random graphs
    • C. Fischbacher, A Schrodinger operator approach to higher spin XXZ systems on general graphs
    • Y. Latushkin and S. Sukhtaiev, An index theorem for Schrodinger operators on metric graphs
    • M. Lemm, Finite-size criteria for spectral gaps in $D$-dimensional quantum spin systems
    • A. Saenz, The KPZ universality class and related topics
    • G. Stolz, Aspects of the mathematical theory of disordered quantum spin chains.

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