# Kyle Schlitt

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bio website location age 29 member for 2 years, 6 months seen yesterday profile views 480

I am a PhD student at University of Alberta.

# 2,114 Reputation

-5 yesterday
 +20 / -10 22:14 3 events Let $D$ be a subset of $L^2[0,1]$ defined in the following way -15 21:00 unaccept there is a measurable function $f$ on $X$ such that $|{f(x)}|=1$ for a.a $x \in X$ and $\nu(E)=\int_Efd|{\nu}|$ for any $E \in \mathfrak{M}$
0 2 days ago
 +10 05:08 upvote Let $D$ be a subset of $L^2[0,1]$ defined in the following way -10 16:21 unupvote Finding Distinct Elements and Permutation in Partitioned Set
47 Apr 20
 +15 18:56 accept there is a measurable function $f$ on $X$ such that $|{f(x)}|=1$ for a.a $x \in X$ and $\nu(E)=\int_Efd|{\nu}|$ for any $E \in \mathfrak{M}$ +10 18:44 upvote Finding Distinct Elements and Permutation in Partitioned Set +10 04:10 upvote norm of integral operator in $C([0,1])$ +10 04:09 upvote How to prove that the spectral radius of a linear operator is the infimum over all subordinate norms of the corresponding norm of the operator. +2 01:15 accept Does memorizing a proof help to provide the intuition behind it? 17:42 accept $L^{\infty}(G)$ as a Banach $L^{1}(G)$-bimodule. (Check my logic please!)
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