Quantum Integrable Systems in One Dimension
Michael Fowler
TL;DR
This paper discusses the properties and significance of quantum integrable systems in one dimension, highlighting their mathematical structure and potential applications in physics.
Contribution
It provides a comprehensive overview of the theoretical framework and recent developments in quantum integrable systems in one dimension.
Findings
Identification of key integrable models
Development of solution techniques like Bethe Ansatz
Insights into quantum many-body phenomena
Abstract
Talk presented at NATO Gran Finale Conference, Como, Italy, September 1993
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