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- W1643077812 abstract "This paper is a sequel to our paper [OU] where we investigated questions concerning solvability and asymptotic behavior of solutions to the mean curvature evolution problem $$ {u_t} = sqrt {1 + {{left| {Du} right|}^2}} Hleft( u right);inquad Omega times left( {0,infty } right),$$ (1.1) $$ uleft( {x,t} right) = 0quad onquad partial Omega times left[ {0,infty } right),$$ (1.2) $$ uleft( {x,0} right) = {u_0}left( x right)quad inquad overline {Omega ,} quad {u_0} in C_0^infty left( {overline Omega } right)$$ (1.3) where Ω is a bounded domain in R n , n ≥ 2, with C∞ boundary ∂Ω, H is the mean curvature operator." @default.
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- W1643077812 date "1993-01-01" @default.
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- W1643077812 title "Evolution of Nonparametric Surfaces with Speed Depending on Curvature, III. Some Remarks on Mean Curvature and Anisotropic flows" @default.
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- W1643077812 doi "https://doi.org/10.1007/978-1-4612-0885-3_10" @default.
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