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reviewed Approve suggested edit on Finding the value of this product
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reviewed Approve suggested edit on $\dfrac{\partial}{\partial x}\left(\int_{g(x)}^{h(x)}f(y)\, dy \right)= f(h(x))h'(x)-f(g(x))g'(x)$
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comment Sum of normally distributed independent random variables, where one has a different (exponential) unit
the transformation is ugly. do not expect $Z$ to be standard
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reviewed Reject suggested edit on What is a real number (also rational, decimal, integer, natural, cardinal, ordinal…)?
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reviewed Approve suggested edit on Product-to-sum trigonometry identity
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reviewed Approve suggested edit on How find the value of the $x+y$
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reviewed Approve suggested edit on How do I notate that $1/2$ children do not exist
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reviewed Close Check: Find the Fourier transform of $f(x)=ax+b$ with $a,b \in \Bbb R$.
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comment Check: Find the Fourier transform of $f(x)=ax+b$ with $a,b \in \Bbb R$.
you doubt what is correct? Please write down what you have tried for this problem
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reviewed Close Entire functions satisfying $|\mathrm{Re}\, f(z)| \geq c|\mathrm{Im} \,f(z)|$
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reviewed Approve suggested edit on Convergence of a series using limit test
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revised Law of large numbers for a Subordinator.
added 1 character in body; edited title
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answered Law of large numbers for a Subordinator.
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comment Quick question: formula for conditional variance
what you wrote here is basically a proof... i dont see how you cannot make it work...
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comment Proof for Scheffe's Lemma and General Dominated Convergence theorem
yes ^ of course and nice proof. you should post an answer to that question :)
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comment Proof for Scheffe's Lemma and General Dominated Convergence theorem
I think the answer to that is not quite correct. it was given as a condition that $\int f_n\rightarrow\int f$
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comment Proof for Scheffe's Lemma and General Dominated Convergence theorem
I think your argument is fine but the way the OP in the other question wrote it is wrong. ( I have never seen this result you quoted before, but I just looked it up )
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comment Proof for Scheffe's Lemma and General Dominated Convergence theorem
what is your question? do you mean the accepted answer to the question you linked?
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revised Distribution of time spent above $0$ by a Brownian Bridge.
added 155 characters in body
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revised Distribution of time spent above $0$ by a Brownian Bridge.
deleted 11 characters in body; edited title