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After receiving interesting answers to this question (see also this question), I wish to concentrate on the following special case:Let $A subseteq B=k[x,y]$, $k$ is...
Asked on 02/22/2021 by user237522
0 answerLet $R subset S$ be commutative rings. Prove that the integral closure of $R$ in $S$ is a subring of $S.$ Note that the integral closure of...
Asked on 02/22/2021
2 answerCondider a map $f:Dtomathbb{R}$, $D$ open interval.Let be $y,zin D$, $y<z$. Suppose that $f$ has everywhere in $D$ both left and right derivative...
Asked on 02/22/2021 by Wyatt
2 answerLet $mathbb{F}$ be a field on two elements, $0$ and $1$ and $G = (V,E)$ be a graph. Let $S$ be a $|V|times |E|$...
Asked on 02/22/2021
1 answerQuestion: How do I estimate the following integral? $$int_{2}^{infty} frac{|log log t|}{t, (log t)^2} , dt$$ Attempt: Setting $u=log t$, we get $$int_{2}^{infty} frac{|log log t|}{t, (log...
Asked on 02/22/2021 by user330477
2 answerAs I've searched through the internet, looking for explanation. I found an answer with transformation of this formula: $$x = x_0 + v_0t + frac{1}{2}at^2 ⟹ x =...
Asked on 02/22/2021 by slifjo
4 answerLet $X$ be a nonnegative random variable. We always have $mathbb E[X] le int_0^infty P(X>x)dx$. Suppose we also know $P(X>x)le 100e^{-ax}$. We can integrate naively to see...
Asked on 02/22/2021
1 answerIf $|z^2 -1| = |z|^2 +1$ then $z$ lies on a: a) circle. b) parabola. c) ellipse. d) straight line.My...
Asked on 02/21/2021 by Arshiya
5 answerI need help with finding all Jordan Normal Forms with following infos: $F$ is an endomorphism of $V$, $:dim(V) = 8$, $:operatorname{rank}(F) = 5$, ...
Asked on 02/21/2021 by Michael Maier
1 answerI have to calculate the following limits, using a theorem but I don't really know what theorem to use (it is for the subject of measurement and integration, for the...
Asked on 02/21/2021 by User160
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