Hamiltonian Renormalization Groups
D. Schmeltzer
TL;DR
This paper introduces a Hamiltonian renormalization group approach, emphasizing its relevance for chiral systems and demonstrating its application to a one-dimensional system, offering an alternative to the traditional Lagrangian formalism.
Contribution
It presents a Hamiltonian formulation of the renormalization group, specifically tailored for chiral systems, and applies it to a one-dimensional model.
Findings
Effective for chiral systems
Applicable to 1D systems
Offers an alternative to Lagrangian formalism
Abstract
A Hamiltonian renormalization group is presented. Such a formulation is relevant for chiralic systems and more appropriate than the Lagrangian formalism. An application to 1D system is presented.
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Taxonomy
TopicsMolecular spectroscopy and chirality · Quantum chaos and dynamical systems · Advanced NMR Techniques and Applications