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Bazin
  • Member for 12 years, 9 months
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Null sets in PDE
You wrote in fact the equation $\dot u+A u=0$ in a suitable weak formulation which makes sense provided $V$ can be embedded in $V'$. Now what you call the null set of the test function does not appear in the equation: you multiply both sides of your equation by any continuous function $\phi$ and you integrate with respect to $t$, getting an integral version of your equation.
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Kadison-Singer problem
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Kadison-Singer problem
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Kadison-Singer problem
@Nik Weaver Are you saying that the paving conjecture is solved? I believe that (PC) is stated correctly in my question.
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Operators from $L^{\infty}$ to $L^{\infty}$
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Operators from $L^{\infty}$ to $L^{\infty}$
@Danqing You are right, I have withdrawn the middle part of my answer. The commutation of the essential supremum with a supremum may pose some problems.
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