GENERALIZATION AND RESOLUTION OF THE HOMOGENEOUS REACTION-DIFFUSION EQUATIONS BY THE METHOD OF FACTORIZATION OF ORDINARY DIFFERENTIAL OPERATORS

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AuteurMASSOU, SIAKA
AuteurMOUMOUNI, SOUNMAILA
AuteurSOUMANOU, SERGE
AuteurESSOUN, ADEBAYO LOUIS
AuteurTCHOFFO, MARTIN
Date d'ajout2026-06-02T16:06:57Z
Date de disponibilite2026-06-02T16:06:57Z
Date de publication2016
ResumeThe objective of this article is the generalization of the homogeneous reaction-diffusion equations of the monostable or bistable types. From the non-linear second order differential equation of the front profile (solution of the homogeneous reaction-diffusion equations), a method of generalization of the homogeneous reaction-diffusion equations, based on the theory of factorization of ordinary differential operators [9], was proposed. This method enables us to build two generalized homogeneous reaction-diffusion equations: the first with one species and the second with two species.
DOI10.17654/DE017040265
Autre identifiantBECDB-2996
URIhttps://dspace.uac.bj/handle/123456789/2987
Languefr
Fait partie deAdvances in Differential Equations and Control Processes
Sujethomogeneous reaction-diffusion equations
Sujetmethod of factorization of
Sujetordinary differential operators
Sujetpopulation dynamics
TitreGENERALIZATION AND RESOLUTION OF THE HOMOGENEOUS REACTION-DIFFUSION EQUATIONS BY THE METHOD OF FACTORIZATION OF ORDINARY DIFFERENTIAL OPERATORS
TypeArticle

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