Upper and Lower Solutions for a Homogeneous Dirichlet Problem with Nonlinear Diffusion and the Principle of Linearized Stability

Journal article

Open access

Peer reviewed

The Rocky Mountain journal of mathematics, Vol.30(4), pp.1229-1236

2000-12-01

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https://doi.org/10.1216/rmjm/1021477348View

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Citation topics: 9 Mathematics; 9.50 Applied Statistics & Probability; 9.50.276 Positive Solutions
Web Of Science research areas: Mathematics
ESI research areas: Mathematics

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Title: Upper and Lower Solutions for a Homogeneous Dirichlet Problem with Nonlinear Diffusion and the Principle of Linearized Stability
Creators: Robert Stephen Cantrell
Chris Cosner
Publication Details: The Rocky Mountain journal of mathematics, Vol.30(4), pp.1229-1236
Academic Unit: College of A&S; A&S - Mathematics; College of Arts & Sciences
Language: English
Resource Type: Journal article
Record Identifier: 991031577270202976