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(see for example this stackexchange post for a discussion.) is there a similar ... ordinary-differential-equations polynomials continuity asked hours ago ruben verresen silver badges bronze badges vote answer views fundamental theorem of algebra in an algebraically closed field let $k$ be a field, and

in particular, i am interested in solving $x^ - = $ in a field $k$ with $\... abstract-algebra polynomials field-theory asked hours ago luke collins gold badge silver badges bronze badges votes answer views show that the vector family $(\sin \ell x)$ with $\ell \in \mathbb r$ is linearly independent...

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

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reputation narek bojikian cs graduate student at the humboldt university of berlin - working student at the chair of algorithm engineering. answers questions ~ k people reached berlin, deutschland member for year, months profile views last seen hour ago communities ( ) computer science . k . k silver badges

bronze badges mathematics silver badge bronze badges stack overflow silver badges bronze badges theoretical computer science bronze badges the workplace bronze badges view network profile → top network posts hardness of finding if a vertex lies on a simple directed path between two vertices view more...

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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

badges votes answers views find the sum of series $ ^ ^ + ^ - ^ ^ ^ +...+ ^ ^ $?...

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

a vector exists in a given subspace not containing the vector.but is it true for infinite dimensional inner product ... linear-algebra metric-spaces normed-spaces inner-product-space approximation asked days ago kishalay sarkar silver badge bronze badges vote answers views parametric equation of a circle

metric-spaces asked days ago topologicalmagician silver badges bronze badges votes answer views prove that a subset of sequence space is not totally bounded i'm trying to answer the following question: let $m=\{\text{sequences of real numbers }\{x_i\} \text{ with}\underset{ }$), endowed with a metric...

https://math.stackexchange.com/questions/tagged/metric-spaces

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intersection-theory singularity-theory asked hours ago user x silver badges bronze badges votes answers views integration of differential form and continuity let $lpha$ be a smooth form of bidegree $(n- ,n- )$ on $\mathbb{p}(\mathbb{c}^{n+ })$ i.e.

$lpha$ is locally of the form $\sum_{i,j,|i|=|j|=n- }f_{ij}dz^{i}\wedge dar z^{j}$ with $f_{ij}$ ... differential-geometry smooth-manifolds complex-geometry asked hours ago knobbywan silver badges bronze badges votes answers views to show some $\mathbb{r}$-linearly independent vectors are $\mathbb{c}...

https://math.stackexchange.com/questions/tagged/complex-geometry

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