Correspondence rules for su(1,1) quasidistribution functions and quantum dynamics in the hyperbolic phase space

HIGHLIGHTS

• who: M. Baltazar and collaborators from the Departamento de Fu00edsica, Universidad de Guadalajara, Guadalajara, Mexico have published the research: Correspondence Rules for SU(1,1) Quasidistribution Functions and Quantum Dynamics in the Hyperbolic Phase Space, in the Journal: Entropy 2022, 24, 1580. of /2022/
• what: We have obtained the correspondence rules for the s-parametrized distributions in the hyperbolic phase space.

SUMMARY

Representing non-linear quantum dynamics as an evolution of phase-space distributions not only offers an appealing visualization of sophisticated processes but also provides a convenient way to study . . .

 



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