A fractional order pine wilt disease model with Caputo–Fabrizio derivative
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Date
2019
Authors
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Publisher
Larbi Tbessi University – Tebessa
Abstract
A Caputo–Fabrizio type fractional order mathematical model for
the dynamics of pine wilt disease (FPWD) is presented. The basic
properties of the model are investigated. The existence and uniqueness
of the solution for the proposed FPWD model are given via the fixed
point theorem. The non-integer order derivative provides more flexible
and deeper information about the complexity of the dynamics of the
proposed FPWD model than the integer order models established
before
Description
Keywords
Dérivé fractionnaire de Caputo – Fabrizio (CF); Maladie du flétrissement de la pinte; Mathématique modèle; Théorème du point fixe de Banach, Caputo–Fabrizio (CF) fractional derivative; Pint wilt disease; Mathematical model; Fixed point theorem