Badges woven in the strips

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bronze badges votes answers views find the potential of a conservative force/ line integrals $$ ec{f} = -k(x-y)^ \hat{x} + k(x-y)^ \hat{y} + kz\hat{z}$$ find the potential of $ec{f}$. a particle moves in straight lines from $( , )$ to$(d,d, )$ then to $(d,d,d)$. calculate the work ... classical-mechanics

line-integrals asked dec ' at : yisroel green bronze badge votes answer views line integral along the curve $\gamma(l)=(l\cos( rac{ \pi}{l}),l\sin( rac{ \pi}{l})),\ l\in( )$ compute the line integral along the curve $\gamma(l)=(l\cos( rac{ \pi}{l}),l\sin( rac{ \pi}{l})),\ l\in( )$. the default procedure...

https://math.stackexchange.com/questions/tagged/line-integrals

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equidistribution asked aug ' at : vincent granville silver badges bronze badges vote answer views potential enhancement of the equidistribution theorem the sequence $\{h_n lpha\}$ is equidistributed mod $ $ if $lpha$ is irrational and $h_n = n$. is there a generalization of the equidistribution theorem

equidistribution asked may ' at : ewan delanoy . k gold badges silver badges bronze badges votes answer views comparing two rational approximation of the same minimum let $p(x)=x^ - x$. it is easy to see that on $[ ]$, $p$ reaches its minimum at $x=\sqrt{ }$. among all the fractions with denominator...

https://math.stackexchange.com/questions/tagged/equidistribution

textile • center: wholesaler in awesome fabrics and haberdashery javascript seems to be disabled in your browser. you must have javascript enabled in your browser to utilize the functionality of this website. textile center entire shop products only pages only search: search entire shop products only

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textile • center: wholesaler in awesome fabrics and haberdashery javascript seems to be disabled in your browser. you must have javascript enabled in your browser to utilize the functionality of this website. textile center entire shop products only pages only search: search entire shop products only

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textile • center: wholesaler in awesome fabrics and haberdashery javascript seems to be disabled in your browser. you must have javascript enabled in your browser to utilize the functionality of this website. textile center entire shop products only pages only search: search entire shop products only

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silver badges bronze badges votes answer views use resolvent (or anything else) to find galois group of quartic equations like i mentioned in the question, i am trying to find a way to find the galois group for a general quartic polynomial. i am reading the book galois theory of escofier. he solved

badges silver badges bronze badges vote answers views galois group of $x^ + x+ $ how can i compute the galois group of $x^ + x+ $ over $\mathbb{q}$?...

https://math.stackexchange.com/questions/tagged/galois-theory