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thomas

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72 reputation
 bio website visits member for 11 months
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 location Germany seen May 11 at 13:23
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3 Answers

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2
 Suppose $A \subset [0,1]$, $B \subset [1,2]$. We do not assume they are Lebesgue measurable?
2
 prove that specific linear transformation is bounded
0
 Change $\inf$ order

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+20 Suppose $A \subset [0,1]$, $B \subset [1,2]$. We do not assume they are Lebesgue measurable?
+10 Space of finite dimensional subspaces is separable
+25 prove that specific linear transformation is bounded
+2 I am having hard time proving following function is bijective? Help
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1 Question

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2
 Space of finite dimensional subspaces is separable

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functional-analysis
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metric-spaces
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analysis

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