An inviscid flow with compact support in space-time
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There exists a nonzero weak solution to the Euler equations of time-dependent incompressible fluid flow in the plane such that this solution has compact support in space-time.
KeywordsEuler Equation Compact Support Nonnegative Number Inviscid Flow Lebesgue Dominate Convergence Theorem
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- Scheffer, V. Regularity and irregularity of solutions to nonlinear second order elliptic systems of partial differential equations and inequalities. Doctoral dissertation, Princeton University, 1974.Google Scholar
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