In mathematics, the concept of trace operator plays an important role in studying the existence and uniqueness of solutions to boundary value problems, that is, to partial differential equations with prescribed boundary conditions. The trace operator makes it possible to extend the notion of restriction of a function to the boundary of its domain to "generalized" functions in a Sobolev space.
Let be a bounded open set in the Euclidean space with C1 boundary If is a function that is (or even just continuous) on the closure of its function restriction is well-defined and continuous on If however, is the solution to some partial differential equation, it is in general a weak solution, so it belongs to some Sobolev space. Such functions are defined only up to a set of measure zero, and since the boundary does have measure zero, any function in a Sobolev space can be completely redefined on the boundary without changing the function as an element in that space. It follows that simple function restriction cannot be used to meaningfully define what it means for a general solution to a partial differential equation to behave in a prescribed way on the boundary of
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Plot: Harry Gordini is on his way to Italy for a holiday with his family. On his way he accidentally picks up the wrong suitcase which holds in it hundreds of millions worth of new superdrug. Now the drugdealers want the drugs back and kidnap Harry's wife and son. But unfortunately Harry isn't just anyone, he's an ex-Navy SEAL and veteran of the Gulf war, code named "Wolverine". He successfully rescues his wife and kid from the drugdealers, but unfortunately their problems aren't yet over. Adolfo Jones, the head of the crime organisation, is still at large, and he's being helped by couple of dirty DEA-agents. Once again the drugdealer Jones is able to kidnap his son. So everything must come down to a final showdown between the "Wolverine" and Jones...
Keywords: character-name-in-title, code-name, drug-enforcement, drugs, homoerotic-fight, homoeroticism, male-physique, male-underwear, navy-sea-air-and-land-force, revengeIn mathematics, the concept of trace operator plays an important role in studying the existence and uniqueness of solutions to boundary value problems, that is, to partial differential equations with prescribed boundary conditions. The trace operator makes it possible to extend the notion of restriction of a function to the boundary of its domain to "generalized" functions in a Sobolev space.
Let be a bounded open set in the Euclidean space with C1 boundary If is a function that is (or even just continuous) on the closure of its function restriction is well-defined and continuous on If however, is the solution to some partial differential equation, it is in general a weak solution, so it belongs to some Sobolev space. Such functions are defined only up to a set of measure zero, and since the boundary does have measure zero, any function in a Sobolev space can be completely redefined on the boundary without changing the function as an element in that space. It follows that simple function restriction cannot be used to meaningfully define what it means for a general solution to a partial differential equation to behave in a prescribed way on the boundary of
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