David Moews

10,158 reputation

1924

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visits	member for	1 year, 5 months
	seen	May 16 at 17:25
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	10,158 reputation	bio	website		visits	member for	1 year, 5 months
1924 badges		location			seen	May 16 at 17:25

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May 16	reviewed	Approve suggested edit on Sequence version of L'Hospital's Rule
May 1	reviewed	Approve suggested edit on Let $G$ and $H$ be groups, and let $X:G\to H$ be a group homomorphism.
Apr 30	reviewed	Approve suggested edit on Write the expression in terms of $\log{a}$ and $\log{b}$
Apr 30	reviewed	Approve suggested edit on Proving if $x<y$ then $\sqrt{x} < \sqrt{y}$
Apr 27	answered	independent $L^2$ distance random variable
Apr 27	reviewed	Approve suggested edit on Hardy-Weinberg Equilibrium and two brothers (random mating)
Apr 27	reviewed	Approve suggested edit on Exponential functions help appreciated!
Apr 26	comment	Measurable function is bounded almost everywhere Use countable additivity of the measure to show that $\lim_{M\to\infty} \mu(f^{-1}([-M,M]))=\mu([a,b]).$
Apr 26	reviewed	Approve suggested edit on Coordinate Transformation on Local coordinate system
Apr 26	reviewed	Approve suggested edit on Degree structure of $1$-Generic Set
Apr 26	reviewed	Approve suggested edit on we need to show $\|y(t)\|\to 0$ as $t\to\infty$
Apr 26	comment	How many positive numbers need to be added together to ensure that the sum is infinite? $\omega_1$ is uncountable $\ $ ∴ $\ $ $\sum_{n<\omega_1} a_n=+\infty$ regardless of $a_n$ $\ $ ∴ $\ $ $\alpha\le \omega_1$.
Apr 26	comment	Conditions which assure $f_n(a_n) \to f(a)$ assuming $f_n \to f$ and $a_n \to a$ OK, I added this to the answer.
Apr 26	revised	Conditions which assure $f_n(a_n) \to f(a)$ assuming $f_n \to f$ and $a_n \to a$ added 234 characters in body
Apr 26	revised	Conditions which assure $f_n(a_n) \to f(a)$ assuming $f_n \to f$ and $a_n \to a$ added 354 characters in body
Apr 26	reviewed	Approve suggested edit on Equivalence of two very specific propositional calculi
Apr 26	answered	Conditions which assure $f_n(a_n) \to f(a)$ assuming $f_n \to f$ and $a_n \to a$
Apr 26	reviewed	Approve suggested edit on Equivalence of two very specific propositional calculi
Apr 26	answered	Measurable function is bounded almost everywhere
Apr 26	awarded	Fanatic