Extensibility of a system of transport equations in the case of an impermeable boundary

Anja Schl\"omerkemper; Martin Kalousek; \v{S}\'arka Ne\v{c}asov\'a

arxiv: 1812.03236 · v1 · pith:WBOEML4Gnew · submitted 2018-12-07 · 🧮 math.AP

Extensibility of a system of transport equations in the case of an impermeable boundary

Martin Kalousek , \v{S}\'arka Ne\v{c}asov\'a , Anja Schl\"omerkemper This is my paper

classification 🧮 math.AP

keywords boundaryequationsimpermeablesystemtransportcasedomainextended

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We show that the steady and unsteady system of transport equations with a nonhomogeneous right hand side can be extended from its domain that possesses an impermeable $C^2$-boundary to the whole space.

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Extensibility of a system of transport equations in the case of an impermeable boundary

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