Badges woven in the strips

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$a$ 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...

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definition: the normed b-splines $n_k^m$ of degree $m\geq $ are recursively defined as $\hspace{ , cm}n_k^ (x)=egin{cases} , & ext{if}\ x\in[x_k,x_{k+ }) \ , & ext{... numerical-methods definition intuition interpolation spline asked days ago christian singer silver badges bronze badges votes answer

views function interpolation i have a function that evolves over time. i know the function in the initial and terminal states....

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terms of service . home questions tags users unanswered counting the number of consequtive 's in binary ask question asked today active today viewed times \$egingroup\$ hackerrank.com task : given a base- integer, n, convert it to binary (base- ). then find and print the base- integer denoting the maximum

number of consecutive 's in n's binary representation. this question has already been answered but it was in ruby and i couldn't quite understand the concept, i am just starting to code. what can you suggest me to improve on this piece of code?...

https://codereview.stackexchange.com/questions/234623/counting-the-number-of-consequtive-1s-in-binary

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taxel . k gold badges silver badges bronze badges votes answers views simplifying the boolean expression $ab+bc'd'+ac+ad$ i'd like to simplify the expression $$ab+bc'd'+ac+ad$$ logically, i understand why the ab term isn't needed, if both a and b are true, then at least one of the other terms will always

simplification. difficulty in detecting the series $\sum_{i= }^\infty rac{x^i}{i!}...

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