Positive global solutions of nonlocal boundary value problems for the nonlinear convection reaction-diffusion equations


In this paper, the nonlocal boundary value problems for a class of nonlinear functional convection reaction-diffusion equations with the singular reaction function are studied by using the method of upper and lower solutions and monotone iterative technique. Some of sufficient results on the existence and uniqueness of positive global solutions or positive solutions for the boundary value problems are presented, which are a generalization of some recent results in the area.MSC: 35B09, 35K57, 35R10, 35J57, 35K67.



Published on: 2017-01-10

Made available by EUPB via SpringerOpen / BioMedCentral. Please make sure to read our disclaimer prior to contacting 7thSpace Interactive. To contact our editors, visit our online helpdesk. To submit your press release click here. The full research and author details are available at http://www.boundaryvalueproblems.com/content/2017/1/9

Discussions




Custom Search



Username
Password










© 2017 7thSpace Interactive
All Rights Reserved - About | Disclaimer | Helpdesk