Mathematics
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Michael's user avatar
Michael's user avatar
Michael
  • Member for 4 years
  • Last seen more than a month ago
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All Questions Answers
Score Newest
question
3
Is the integral operator $I: L^1([0,1])\to L^1([0,1]), f\mapsto (x\mapsto \int_0^x f \,\mathrm d\lambda)$ compact?
Dec 28, 2021
question
3
Radon-Nikodym derivative with respect to product of marginal measures
Jan 19
question
2
Is the set $\{ \int_0^x f\,\mathrm d\lambda\mid f(x)=0\}$ a Lebesgue-null set for $f\geq0$?
Nov 27, 2021
question
2
English Translation of a French Theorem by Brezis
Dec 9, 2021
question
2
Given a bounded sequence in $L^1([a,b])$, is $(t\mapsto \int_a^t f_n \,\mathrm d\lambda)_n$ equicontinuous?
Dec 27, 2021
question
2
Is $f \mapsto (x\mapsto \int_0^x f\,\mathrm d\lambda)$ weak-strong continuous from $L^1([0,1])$ to $C([0,1])$?
Jan 3, 2022
answer
2
Is the set $\{ \int_0^x f\,\mathrm d\lambda\mid f(x)=0\}$ a Lebesgue-null set for $f\geq0$?
Dec 4, 2021
question
1
Translation Invariance of MaxPooling
Jun 7, 2021
question
1
Existence of Locally (Lebesgue-)Integrable Function
Nov 17, 2021
question
1
Show $\gamma(t)\leq 0$ for almost all $t$ with $\max_{u\leq t} \int_u^t \gamma \,\mathrm d\lambda = 0$
Nov 22, 2021

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