Badges woven in the piece

Badges woven in the piece

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dec ' at : orlp gold badge silver badges bronze badges vote answer views given a set of sets, what is the largest common intersection between them?
unique values in sets let's say i have sets of values, and each set contains roughly values. from these sets, i want to find the sets that collectively have the largest number of unique values. the brute ... sets asked dec ' at : chp bronze badges vote answer views proving set of finite languages vs...
https://cs.stackexchange.com/questions/tagged/sets
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_ (n^ ) = \log_ (n)$ but i know that's not correct. logarithms asked yesterday katie melosto bronze badges votes answer views resource request for moderate difficulty algebra i am currently in high school and i'm in the process of preparing for my maths exams. one of the topics covered is algebra (exponents
quadratics asked feb at : x x silver badges bronze badges votes answers views algebra problem in integration by parts the integral to solve: $$ \int{ ^{sin(x)}cos(x)dx} $$ i used long computations using integration by parts, but i don't could finalize: $$ \int{ ^{sin(x)}cos(x)dx} = cos(x) rac{ ^{sin...
https://math.stackexchange.com/questions/tagged/logarithms
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i know it has to do something with the degree of the polynomial, so in cubic the $n= $, and also let's say we have $k- $ ... spline asked jan at : corgam bronze badges vote answer views does the cubic hermite spline interpolation of a monotone data with known slopes guarantee the monotonicity in interpolation
dec ' at : user bronze badges votes answers views confusion about the order of a b spline i am reading the wiki page on b splines and i am very confused about the order. in particular the page states: "a spline of order {\displaystyle n}n is a piecewise polynomial function of degree {\... derivatives...
https://math.stackexchange.com/questions/tagged/spline
$a$ and $b$ are similar if there exists $p \in gl(n, \mathbb r)$ such that $ap=pb$. while we could define something like we can define something like $a$ ... linear-algebra matrices asked hours ago john smith kyon bronze badges votes answers views if the union of two subspaces is the vector space, then
vats bronze badges votes answers views find the conditions on a and b such that the system below has a unique solution, no solutions and infinitely many solutions the system: $x+ay= $ $bx+y= $ note: i have to find the unique and infinitely many solutions i set-up the augmented matrix but my answers...
https://math.stackexchange.com/questions/tagged/linear-algebra