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20112026
most citedDiscrete-time Calogero-Moser system and Lagrangian 1-form structure

36 citations · 109 across the 30 of their papers we have counts for

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Showing 2023Show all

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hep-ph2023★ 1 cited

Neutrino mass mechanisms from a nonstandard Higgs Lagrangian and implications for flavor hierarchies

Suppanat Supanyo, Chanon Hasuwannakit, Sikarin Yoo-Kong +1

We present an alternative framework to establish the neutrino mass scale from the Higgs mechanism in a minimalist approach, which does not introduce new scalar bosons or extend the…

math-ph2023

Lagrangian formalism and classical statistical ensemble

Sikarin Yoo-Kong

We present a formulation of classical statistical mechanics based on a Lagrangian description on the tangent bundle. In this approach, a Wick rotation from real time to imaginary t…

math-ph2023

The action principle for equilibrium thermodynamics

Sikarin Yoo-Kong

The action principle is introduced to describe the thermodynamic processes of the state functions from the initial equilibrium state to the final equilibrium state. To capture the…

hep-th2023

The non-standard Lagrangian from non-uniqueness principle of the real scalar field and fermion field

Suppanat Supanyo, Monsit Tanasittikosol, Sikarin Yoo-Kong

We construct the non-standard Lagrangian, called the multiplicative form, of the homogeneous scalar field and fermion field through the inverse calculus of variations, which the eq…

nlin.SI2023

One-parameter discrete-time Calogero-Moser system

Umpon Jairuk, Sikarin Yoo-Kong

We present a new type of integrable one-dimensional many-body systems called a one-parameter Calogero-Moser (CM) system. In the discrete level, the Lax pairs with a parameter are i…