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Mathematics
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algebroo
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question
9
If $G_0$ is dense in $L^p([0,1])$, is $G_1 := \{ \int_0^x g(s) ds: g \in G_0 \}$ also?
Aug 15
question
5
$f_n \rightarrow f\,$ in measure, and $\,\limsup_n \int (f_n)^2 < 1$, then $\,f_n \rightarrow f\,$ in $L^r, r \in [1,2)$
Aug 5
question
4
Deriving the Resolvent Equation
Aug 2, 2023
question
4
When do polynomial rings admit extensions over which every polynomial factorizes?
Jul 18, 2023
question
4
Clique number and chromatic number
Apr 22, 2022
question
4
measure $\mu$ on $\mathbb{Q}$, s.t. $\mu([0,q)) = q$ for all rationals $q$
Aug 6
question
4
$|\int f'(x) \mu(dx)| \leq (\int f^2 dx)^{1/2} \implies \mu$ is ac. wrt. Lebesgue measure
Jul 29
question
3
Number of directed graphs with exactly $1$ cycle, and every vertex has out-degree $1$.
Mar 12, 2022
question
3
Roadmap for learning differential geometry
Aug 29
question
3
Fubini's Theorem: Stein and Shakarchi RA Book
Mar 27, 2022