Global existence and blow-up results for p-Laplacian parabolic problems under nonlinear boundary conditions. [PDF]
Ding J.
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The cauchy problem for an elliptic parabolic operator [PDF]
D. Sather, J. O. Sather
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The Existence of Moving Spike Patterns in an Attractive Chemotaxis Model
ABSTRACT We prove rigorously the existence of moving spike patterns in an attractive chemotaxis model with small diffusion coefficient for the chemical. In the zero diffusion limit, ϵ→0$$ \epsilon \to 0 $$, we prove that the non‐monotone traveling wave solutions of the system with ϵ>0$$ \epsilon >0 $$ converge to those of the system with ϵ=0$$ \epsilon
Tong Li, Casey Stone
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ABSTRACT Nonlinearity in parallel compliance can be exploited to improve the performance of locomotion systems in terms of (1) energy efficiency, (2) control robustness, and (3) gait optimality; that is, attaining energy efficiency across a set of motions. Thus far, the literature has investigated and validated only the first two benefits.
Rezvan Nasiri+3 more
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The Numerical Solution of Sequential Decision Problems Involving Parabolic Equations with Moving Boundaries [PDF]
Jorge Vicente Malik Lindley, A.A. Wragg
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Error analysis for discretizations of parabolic problems using continuous finite elements in time and mixed finite elements in space. [PDF]
Bause M, Radu FA, Köcher U.
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Fundamental solutions of parabolic differential equations and boundary value problems
Seizô Itô
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Generalized Du Fort–Frankel Methods for Parabolic Initial-Boundary Value Problems [PDF]
David Gottlieb, Bertil Gustafsson
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ABSTRACT This article investigates the nonlinear vibration behavior of porous multidirectional piezoelectric functionally graded nonuniform (PFGN) plates resting on orthotropic variable elastic foundations and subjected to hygrothermal loading. The sigmoidal law is employed to define the multidirectional gradation properties, incorporating porosity ...
Pawan Kumar+2 more
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A conservative algorithm for parabolic problems in domains with moving boundaries. [PDF]
Novak IL, Slepchenko BM.
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