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. The current volume addresses specific classes of operators, including the important examples of random and almost-periodic operators. The text serves as a self-contained introduction to the field for junior researchers and beginning graduate students, as well as a reference text for people already working in this area. The general theory of one-dimensional ergodic operators was presented in the book by the same authors as volume 221 in the Graduate Studies in Mathematics series.

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Bibliographic Details

Title: One-Dimensional Ergodic Schrodinger Operators
Publisher: American Mathematical Society, US
Publication Date: 2025
Language: English
ISBN 10: 1470465035
ISBN 13: 9781470465032
Binding: Hardback
Condition: New
Dimensions: 17.8 centimeters width by 17.8 centimeters height by 25.4 centimeters depth
Weight: 454 grams

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