Algebraic Scaling of the Kondo Temperature in a Luttinger Liquid
Philip Phillips
TL;DR
This paper explains how the Kondo temperature in a Luttinger liquid scales algebraically by analyzing the conditions for bound state formation, providing a simplified theoretical understanding.
Contribution
It offers a straightforward algebraic explanation for the scaling behavior of the Kondo temperature in Luttinger liquids, linking it to bound state conditions.
Findings
Kondo temperature exhibits algebraic scaling in Luttinger liquids
Bound state formation conditions determine the scaling behavior
Simplified theoretical framework for understanding Kondo physics in 1D systems
Abstract
I show here how the algebraic scaling of the Kondo temperature in a Luttinger liquid can be understood simply from the condition for the existence of the singlet (or triplet) bound state.
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Taxonomy
TopicsAdvanced Thermodynamics and Statistical Mechanics · Quantum and electron transport phenomena · Quantum Information and Cryptography