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According to the level set model, the initial curve is deformed using the following evolutionary equation: (1).
For the Dirichlet initial boundary problem of nonlocal evolutionary equation, see [13, 14] and references therein for details.
The fourth is to determine if this method can be extended to other physical equations of state and other evolutionary equation sets.
"Few studies have been able to examine all these components of the evolutionary equation at the same time," says Russell Bonduriansky, an evolutionary biologist at the University of New South Wales in Sydney, Australia, who was not involved with the work.
Moreover, as disability studies scholars point out, humanity is in no better place to decide which human traits deserve promotion today than during the heyday of the Eugenics movement, even if society could tolerate the kinds of reproductive policies it would require to manage just the human part of the evolutionary equation.
Consider an evolutionary equation related to the (p(x -Laplacian: ({u_{t}}= operatorname{div} ({rho^{alpha}}{ vert {nabla u} vert ^{p(x -Laplacian u)+ {u_{t}{partial{b_{i}}(u,x,t)}}{{partial {x_{i}}}}}), ((x,t) in{Q_{T}} = operatorname{div}, which arises from electrorheological fluid mechanics.
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The model is based on two evolutionary equations.
Later, many authors became interested in the extinction and nonextinction of all kinds of evolutionary equations.
Tests of the dynamic switching of the evolutionary equations are described in Section 3.3.
Finally we discuss the applicability of this marker-based and finite-difference technique to other evolutionary equations in geophysics.
The extinction phenomenon is an important property for solutions of many evolutionary equations, especially for fast diffusion equations.
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iterative equation
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