FREE delivery to all EXCLUSIVE BOOKS stores nationwide. FREE delivery to your door on all orders over R450. Excludes all international deliveries.

One-Dimensional Ergodic Schrodinger Operators

David Damanik
    Product form
      FORMAT: Hardback
      YOU COULD EARN 0 FUTURE RETAIL DISCOUNTS.

      This product is either out of print or out of stock. Add it to your wishlist and we will automatically let you know if it comes back into stock. Add to Wishlist

      ESTIMATED DELIVERY: Possibly out of print
      BUY NOW PAY LATER
      From R 0.00 per month!
      3x monthly payments of R 0.00 with
      4x fortnightly payments of R 0.00 with

      This product is either out of print or out of stock. Add it to your wishlist and we will automatically let you know if it comes back into stock. Add to Wishlist

      The theory of one-dimensional ergodic operators involves a beautiful synthesis of ideas from dynamical systems, topology, and analysis. Additionally, this setting includes many models of physical interest, including those operators that model crystals, disordered media, or quasicrystals. This field has seen substantial progress in recent decades, much of which has yet to be discussed in textbooks.Beginning with a refresher on key topics in spectral theory, this volume presents the basic theory of discrete one-dimensional Schrodinger operators with dynamically defined potentials. It also includes a self-contained introduction to the relevant aspects of ergodic theory and topological dynamics.This text is accessible to graduate students who have completed one-semester courses in measure theory and complex analysis. It is intended to serve as an introduction to the field for junior researchers and beginning graduate students as well as a reference text for people already working in this area. It is well suited for self-study and contains numerous exercises (many with hints).
      Format: Hardback CONTRIBUTORS: David Damanik EAN: 9781470456061 COUNTRY: United States PAGES: WEIGHT: 800 g HEIGHT: 254 cm
      PUBLISHED BY: American Mathematical Society DATE PUBLISHED: 2022-06-01 CITY: GENRE: MATHEMATICS / Differential Equations / General, MATHEMATICS / Mathematical Analysis WIDTH: 178 cm SPINE:

      Book Themes:

      Calculus and mathematical analysis, Differential calculus and equations

      Customer Reviews

      Be the first to write a review
      0%
      (0)
      0%
      (0)
      0%
      (0)
      0%
      (0)
      0%
      (0)
      David Damanik, Rice University, Houston, TX.Jake Fillman, Texas State University, San Marcos, TX.
      The theory of one-dimensional ergodic operators involves a beautiful synthesis of ideas from dynamical systems, topology, and analysis. Additionally, this setting includes many models of physical interest, including those operators that model crystals, disordered media, or quasicrystals. This field has seen substantial progress in recent decades, much of which has yet to be discussed in textbooks.Beginning with a refresher on key topics in spectral theory, this volume presents the basic theory of discrete one-dimensional Schrodinger operators with dynamically defined potentials. It also includes a self-contained introduction to the relevant aspects of ergodic theory and topological dynamics.This text is accessible to graduate students who have completed one-semester courses in measure theory and complex analysis. It is intended to serve as an introduction to the field for junior researchers and beginning graduate students as well as a reference text for people already working in this area. It is well suited for self-study and contains numerous exercises (many with hints).
      Format: Hardback CONTRIBUTORS: David Damanik EAN: 9781470456061 COUNTRY: United States PAGES: WEIGHT: 800 g HEIGHT: 254 cm
      PUBLISHED BY: American Mathematical Society DATE PUBLISHED: 2022-06-01 CITY: GENRE: MATHEMATICS / Differential Equations / General, MATHEMATICS / Mathematical Analysis WIDTH: 178 cm SPINE:

      Book Themes:

      Calculus and mathematical analysis, Differential calculus and equations

      Customer Reviews

      Be the first to write a review
      0%
      (0)
      0%
      (0)
      0%
      (0)
      0%
      (0)
      0%
      (0)
      David Damanik, Rice University, Houston, TX.Jake Fillman, Texas State University, San Marcos, TX.

      Recently viewed products

      Login

      Forgot your password?

      Don't have an account yet?
      Create account