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Let $Gsubset SO(4)$be the subgroup given below: $$G=left{begin{pmatrix}a & -b & -c &-d\b & a & -d & c\c & d & a &...
Asked on 11/14/2021 by Shreedhar Bhat
3 answerI am just getting to recursion in one of my classes, and I'm a bit confused on how to go about generating a set of words and the notation. Given...
Asked on 11/14/2021 by Pwelb
2 answerlet be $L $ an invertible matrix, $b in mathbb{R}^{n}$ and $mu in mathbb{R}$ and $J: mathbb{R}^{n} rightarrow mathbb{R}$ defined as $J(x)=|L x|_{2}^{2}+mu...
Asked on 11/12/2021 by Ben Schneider
2 answerThe constrains are given as $$x^2+y^2+z^2 leqslant 64,,x^2+y^2leqslant 16,,x^2+y^2leqslant z^2,,zgeqslant 0,.$$ With the goal of finding the Volume.Personally, I have trouble interpreting the constrains in terms of integrals...
Asked on 11/12/2021 by Pavel Fedotov
2 answerThe nLab page on the Nullstellensatz states:For $k$ an algebraically closed field and $I$ a proper ideal in the polynomial ring $k[X_1, dots, X_n]$, the...
Asked on 11/12/2021
1 answerI'm reading Advanced Combinatorics by Mitchell T. Keller and William T. Trotter and it's missing an answer book (or, at least, I couldn't find one.) I've been...
Asked on 11/12/2021 by Daniel Sidorkin
1 answerConsider the following proof in Murphy's book: "$C^*$-algebras and operator theory": I try to understand why $u(K^perp) subseteq K^perp$. Equivalently, one...
Asked on 11/12/2021 by user745578
1 answerLet $A$ and $B$ be square complex matrices, and $C=[A,B]=AB-BA$. Suppose that $A$, $B$, and $C$ are nilpotent. When $A$ and...
Asked on 11/12/2021 by Rex Wang
0 answerI have an economic problem where it is claimed that the production of final goods is given by the following integral $$Y=int_{i=0}^{i=1}x_idi$$ where $x_i$ is the...
Asked on 11/12/2021
1 answerI have two probability distribution functions, $F$ and $G$, describing quantities $x$ and $y$ respectively. Both $x$ and $y$ are required to find quantity...
Asked on 11/12/2021 by TempUserPerson
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