Multi-layered stationary solutions for a
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K. Nakashima
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Article
📅
2001
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Elsevier Science
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English
⚖ 453 KB
We consider stationary solutions of a spatially inhomogeneous Allen-Cahn type nonlinear diffusion equation in one space dimension. The equation involves a small parameter \(\epsilon\), and its nonlinearity has the form \(h(x)^{2} f(u)\), where \(h(x)\) represents the spatial inhomogeneity and \(f(u)