Note on operadic harmonic oscillator

Abstract

It is explained how the time evolution of the operadic variables may be introduced. As an example, an operadic Lax representation of the harmonic oscillator is considered.

LaTeX2e, 6 pages, no figures

Cited by in corpus (7)

• 2D binary operadic Lax representation for harmonic oscillator
• 3D binary anti-commutative operadic Lax representations for harmonic oscillator
• Dynamical deformations of three-dimensional Lie algebras in Bianchi classification over the harmonic oscillator
• Quantum counterparts of 3d Lie algebras over harmonic oscillator
• Quantum counterparts of VII${}_a$, III${}_{a=1}$, VI${}_{a\ne 1}$ over harmonic oscillator
• Operadic quantization
• VII${}_a^{\hslash }$, III${}_{a=1}^{\hslash }$, VI${}_{a\ne 1}^{\hslash }$