Results 101 to 110 of about 200 (160)
Age-Structured Population Dynamics with Nonlocal Diffusion. [PDF]
Kang H, Ruan S, Yu X.
europepmc +1 more source
MODELLING AND ANALYSIS OF DROPLET MOTION ON A PLANE
1.Introduction 2.Model 3.Model equation and its properties 4.Existence of weak solution 5.ConclusionProceedings of the Czech-Japanese Seminar in Applied Mathematics 2008Takachiho University of Miyazaki, Miyazaki, Japan, September 1-7, 2008AMS subject ...
Śvadlenka, Karel, Omata, Seiro
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An order approach to SPDEs with antimonotone terms. [PDF]
Scarpa L, Stefanelli U.
europepmc +1 more source
Multiscale modeling of glioma pseudopalisades: contributions from the tumor microenvironment. [PDF]
Kumar P, Li J, Surulescu C.
europepmc +1 more source
This paper investigates the dynamics of a reaction-diffusion system with two free boundaries, modeling the invasion of two cooperative species, where the free boundaries represent expanding fronts.
Qin Qian +3 more
doaj +1 more source
This paper deals with the following fully parabolic chemotaxis system with singular sensitivity and Lotka–Volterra competition kineticsut=Δu−χ1∇⋅uz∇z+μ1u(1−u−a12v−a13ω),x∈Ω,t>0,vt=Δv−χ2∇⋅vz∇z+μ2v(1−a21u−v−a23ω),x∈Ω,t>0,ωt=Δω−χ3∇⋅ωz∇z+μ3ω(1−a31u−a32v−ω),x∈
Zhu Zhangsheng
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This article introduces edge-forming schemes for image zooming of color images by general magnification factors. In order to remove/reduce artifacts arising in image interpolation such as image blur and the checkerboard effect, an edge-forming method is ...
Youngjoon Cha, Seongjai Kim
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PDE-based image denoising processes often lead to significant loss of fine structures such as edges and textures. This article is concerned with numerical modeling for PDE-based denoising models that can preserve/recover fine structures in the restored ...
Seongjai Kim
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Nonlinear Exothermic Contributions to Radio-Frequency Bonding of Adhesives
This work describes an effort to model the radio-frequency curing of epoxy adhesives in bonding of composites. We present a model based on the three-dimensional heat equation which includes nonlinear heat generating terms.
H. T. Banks, M. A. Goodhart, Banks Durso
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The Finite Speed of Propagation Property for the Thin Film Equation in Terms of the L¹-Norm
We consider the equation u t + (u n u xxx ) x = 0 with 0 ! n ! 3 and establish an estimate for the finite speed of propagation of the support of compactly supported nonnegative solutions.
Josephus Hulshof, Andrey Shishkov
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