KINEMATICAL BROWNIAN MOTION AND TIME DEPENDENT ENTROPY

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AuteurMASSOU, SIAKA
AuteurNGANA KUETCHE, J C
AuteurTCHOFFO, MARTIN
AuteurFOUOKENG, G C
AuteurFAI, L C
AuteurBEILINSON, A A
AuteurKENNE, JEAN PIERRE
Date d'ajout2026-06-02T16:06:57Z
Date de disponibilite2026-06-02T16:06:57Z
Date de publication2012
ResumeWe present the Jacobi’s second equality in the form of stochastic equation. By the theorem of factorization of the solution of Fokker- Planck equation, the solution of Bloch equation is obtained and using the Matsubara formalism we determine the wave functions of a free particle and harmonic oscillator of the Euclidean quantum mechanic that permitted us to calculate the Leipnik entropy of ours particles. Showing that the joint entropy of the free particle increases with time and for the case of harmonic oscillator it fluctuates with time and frequency.
Autre identifiantBECDB-3000
URIhttps://dspace.uac.bj/handle/123456789/2991
Languefr
Fait partie deFar East Journal of Applied Mathematics
SujetBrownian motion
Sujetwiener process
SujetJacobi’s second equality
SujetFokker
SujetPlanck equation
Sujetjoint entropy
TitreKINEMATICAL BROWNIAN MOTION AND TIME DEPENDENT ENTROPY
TypeArticle

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