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Daniel Marahrens

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181 reputation
bio website visits member for 10 months
3 badges
location seen 2 days ago
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6 Answers

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If $B$ is a continuous bilinear function such that $B(h,k) = o(\lVert(h,k)\rVert^2)$, then $B=0$.
2
A two-dimensional set of measure zero
2
Trace Norm properties
1
Conditional Probablity
0
Do zeros of uniformly convergent function sequences also converge?
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181 Reputation

+35 A two-dimensional set of measure zero
+60 Trace Norm properties
+15 If $B$ is a continuous bilinear function such that $B(h,k) = o(\lVert(h,k)\rVert^2)$, then $B=0$.
+15 Conditional Probablity
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continuity
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probability
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analysis
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functional-analysis
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matrices
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pde
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norm
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sequences-and-series
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measure-theory
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functions
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Mathematics Stack Exchange Mathematics 181 rep 3

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