Results 31 to 40 of about 1,973,708 (286)
Propagation and reaction–diffusion models with free boundaries
In this short survey, we describe some recent developments on the modeling of propagation by reaction-differential equations with free boundaries, which involve local as well as nonlocal diffusion.
Yihong Du
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On the free boundary of an annuity purchase [PDF]
34 pages, 5 figures; improved ...
De Angelis T., Stabile G.
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Supersymmetric Sine-Gordon Model and the Eight-Vertex Free Fermion model with Boundary [PDF]
We compute the boundary scattering amplitudes of the breathers of the supersymmetric sine-Gordon model using the fusion of the soliton-antisoliton pair scattering with the boundary with a known result of the soliton boundary scattering amplitudes.
Ahn +28 more
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On Plateau's Problem with Free Boundaries [PDF]
Not ...
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Free boundary problems in biology [PDF]
In this paper, I review several free boundary problems that arise in the mathematical modelling of biological processes. The biological topics are quite diverse: cancer, wound healing, biofilms, granulomas and atherosclerosis. For each of these topics, I describe the biological background and the mathematical model, and then proceed to state ...
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A Free Boundary Problem with Facets [PDF]
38 pages, 2 ...
William M. Feldman, Charles K. Smart
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Asymptotic Shapes with Free Boundaries [PDF]
We study limit shapes for dimer models on domains of the hexagonal lattice with free boundary conditions. This is equivalent to the large deviation phenomenon for a random stepped surface over domains fixed only at part of the boundary.
Di Francesco, Ph., Reshetikhin, N.Y.
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Peculiarities of the dynamics of a viscous liquid with a free boundary under periodic influences [PDF]
Purpose of the work is revealing and researching of peculiarities of a motion of a viscous liquid having a free boundary and undergoing periodic in time influences which are characterized by the absence of a predominant direction in space. Methods.
Sennitskii, Vladimir Leonidovich
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Two-dimensional Thermocapillary Fluid Motion in an Open Channel
The problem of two-dimensional thermocapillary fluid motion in a flat channel is studied. The temperature in the liquid is distributed according to the quadratic law, which is consistent with the velocity field of the Himentz type.
E. N. Lemeshkova
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New developments in econophysics: Option pricing formulas
We synthesize and discuss some new developments in econophysics. In doing so, we focus on option pricing. We relax the assumptions of constant volatility and interest rate. In doing so, we rely on the square root of the Brownian motion.
Moawia Alghalith
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