Woven badges

Woven badges

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bronze badges votes answers views how many combinations of this tuple are possible?
asked feb at : ss gold badge silver badges bronze badges vote answer views integrate standard normal pdf over union of intersection of half-spaces let $arphi(x) = { \over \sqrt{ \pi}^n} e^{-\|x\|^ / }$ be the probability density function for the standard normal distribution in $n$ dimensions. let $x...
https://math.stackexchange.com/questions/tagged/combinations
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silver badges bronze badges vote answers views corollary of noether's normalization lemma [duplicate] let $r\subset s$ be domains such that $s$ is a finitely generated $r$-algebra. show that there exists $f\in r$, $f eq $, and elements $y_ ,\dots,y_r\in s$ algebraically independent over $r$ such that
ring-theory commutative-algebra ideals maximal-and-prime-ideals integral-domain asked dec ' at : user silver badges bronze badges votes answer views determine if an ideal is primary or not let $a = k[x,y,z]/(xz-y^ )$, $p = (ar{x}, ar{y}) = (x,y)/(xz-y^ ) \subseteq a$ ideal. i know that $p^{ } = (ar{x...
https://math.stackexchange.com/questions/tagged/commutative-algebra
the corresponding operands of ... combinatorics arithmetic expression-simplification asked hour ago robert bronze badges votes answer views simple inequality question involving positive integers there are two numbers $x,y$ such that $x+y=n- $ and there are also two numbers $a,b$ such that $a+b=n$ then
it is said that there can be only two cases: $x\geq a$ or $y\geq b$ all numbers $x,y,a,b,n$... inequality arithmetic asked hours ago user_ _ _ silver badges bronze badges vote answers views mean of the function applied to the terms of an arithmetic progression gives anywhere between minimum and maximum...
https://math.stackexchange.com/questions/tagged/arithmetic