lipschitz vector field
「lipschitz vector field」熱門搜尋資訊
「lipschitz vector field」文章包含有：「Lipschitzcontinuity」、「DeterminingLipschitzconstantforaspecialvectorfield」、「Poincaré」、「Existenceanduniquenessforthetransportofcurrentsby...」、「Theflowboxtheoremfordivergence」、「realanalysis」、「[1606.05486]OnLipschitzvectorfieldsandtheCauchy...」、「Vector」、「decompositionofl2」
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Lipschitz continuity
https://en.wikipedia.org
In mathematical analysis, Lipschitz continuity, named after German mathematician Rudolf Lipschitz, is a strong form of uniform continuity for functions.
Determining Lipschitz constant for a special vector field
https://math.stackexchange.com
I want to determine a good Lipschitz constant for this vector field, i.e. find L such that for all x,y∈C we have ‖v(x)−v(y)‖≤L‖x−y‖.
Poincaré
https://www.sciencedirect.com
1. Introduction and statement of the result. The Poincaré inequality is one of the main tools in the proof of regularity of solutions of PDEs in divergence ...
Existence and uniqueness for the transport of currents by ...
https://arxiv.org
Existence and uniqueness for the transport of currents by Lipschitz vector fields. Authors:Paolo Bonicatto, Giacomo Del Nin, Filip Rindler.
The flowbox theorem for divergence
https://www.sciencedirect.com
We say that a Lipschitz vector field X is divergence-free if ∇ ⋅ X = 0 for ν-a.e. x ∈ M . We denote this set by X ν 0 , 1 ( M ) .
real analysis
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My problem is i don't know how Lipschitz continuity works for vector functions. I am planning to show lipschitz continuity component-wise.
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[1606.05486] On Lipschitz vector fields and the Cauchy ...
https://arxiv.org
Abstract:We introduce a class of Lipschitz horizontal vector fields in homogeneous groups, for which we show equivalent descriptions, ...
Vector
https://www.bodysoulmath.org
We now turn to the extension of the basic concepts of real-valued functions of one real variable, such as Lipschitz continuity and differentiability, to vector- ...
decomposition of l2
http://www-sop.inria.fr
Hereby a vector field is expressed as the sum of two harmonic gradients (one ... these questions for Lipschitz surfaces and vector fields of L2-class. This ...