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Springer Solid-State Sciences : Correlation Functions - John J. Quinn

Springer Solid-State Sciences

Correlation Functions

By: John J. Quinn, Shashikant Mulay, Mark Shattuck

Hardcover | 12 November 2018

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This monograph presents an intuitive theory of trial wave functions for strongly interacting fermions in fractional quantum Hall states. The correlation functions for the proposed fermion interactions follow a novel algebraic approach that harnesses the classical theory of invariants and semi-invariants of binary forms. This approach can be viewed as a fitting and far-reaching generalization of Laughlin's approach to trial wave functions. Aesthetically viewed, it illustrates an attractive symbiosis between the theory of invariants and the theory of correlations. Early research into numerical diagonalization computations for small numbers of electrons shows strong agreement with the constructed trial wave functions.The monograph offers researchers and students of condensed matter physics an accessible discussion of this interesting area of research.

Industry Reviews
"This book is particularly useful to researchers who are interested in this diagrammatic approach, and could also be a useful reference for readers with an interest in the FQH effect." (Hong-Hao Tu, zbMATH 1414.81010, 2019)

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