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Parametrization of topological algebraic objects
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Integral mean value property
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Integral mean value property
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Integral mean value property
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Given a compact set $K \subset \mathbb{R}^n$, is the space of distributions supported on $K$ the dual of some test function space?
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Delta-distribution composed with a function from the Fourier representation
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Delta-distribution composed with a function from the Fourier representation
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