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Article

Faragó, István ; Korotov, Sergey ; Szabó, Tamás
On continuous and discrete maximum/minimum principles for reaction-diffusion problems with the Neumann boundary condition. (English). In: Brandts, J., Korotov, S., Křížek, M., Segeth, K., Šístek, J. and Vejchodský, T. (eds.): Application of Mathematics 2015, In honor of the birthday anniversaries of Ivo Babuška (90), Milan Práger (85), and Emil Vitásek (85). Proceedings. Prague, November 18-21, 2015. Institute of Mathematics CAS, Prague, 2015. pp. 34-44
MSC: 35B50, 65N06, 65N30, 65N50 | Zbl 06669917
Keywords:
elliptic problem; Neumann boundary condition; maximum/minimum principle; discrete maximum/minimum principle
Summary:
In this work, we present and discuss continuous and discrete maximum/minimum principles for reaction-diffusion problems with the Neumann boundary condition solved by the finite element and finite difference methods.
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