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questions tags users unanswered profile activity meta user network profile reputation athanasius apparently, this user prefers to keep an air of mystery about them. answers questions ~ k people reached member for months profile views last seen hours ago communities ( ) seasoned advice . k . k gold badges

silver badges bronze badges music: practice & theory . k . k silver badges bronze badges english language & usage k k gold badges silver badges bronze badges history . k . k silver badges bronze badges meta stack exchange bronze badges view network profile → top network posts is it safe to put hot food...

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i am trying to understand if there is some intuition to the idea of eigen vectors of an eigen vector matrix itself. to elaborate, let a be a n x n square matrix, we know that a can be decomposed to: ... eigenvalues-eigenvectors asked mins ago pyrole bronze badges votes answer views difference between

bronze badges votes answer views compact operators on $l^ ([a,b])$: are the dimensions of eigenspaces the same on dense subspaces?...

https://math.stackexchange.com/questions/tagged/eigenvalues-eigenvectors

$[ ]$ let $\{f_n\}$ be a sequence of measurable $\&$ continuous functions from $[ ]$ to $[ ]$. assume $f_n ightarrow f$ pointwise. is it true/false that, $f$ is riemann integrable $\& \int ... real-analysis measure-theory riemann-integration pointwise-convergence asked hours ago sl_mathguy bronze badges...

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counting big enough elements let $v$ be a vector of positive integers of length $n$. i want to find the highest $k$ such as there are at least $k$ elements of $v$ that are greater or equal to $k$. what would be the best ... counting asked days ago althorion bronze badges votes answers views estimating

i am trying to find the fastest algorithm to find all the possible paths of length $n$ from a given node in a directed graph. my solution is to do a modification of breadth first search from the ... algorithms graphs counting asked oct ' at : mr. sigma. silver badges bronze badges votes answer views...

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counting number of paths between two vertices in a dag i need an algorithm that computes the number of paths between two nodes in a dag (directed acyclic graph) i need a dynamic porgramming solution if possible. algorithms graphs dynamic-programming dag asked dec ' at : anonymous gold badge silver badges

bronze badges vote answers views finding all non-comparable nodes in dag i have a dag and i want to list all pairs of vertices that are not comparable (there is no path from the first to the second or the second to the first). in this image (taken from this stackoverflow ... graphs graph-traversal dag...

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badges bronze badges votes answers views units in $\mathbb{z}_{ }$ are also units of $\mathbb{z}_ $ will all units in $\mathbb{z}_{ }$ be also units (modulo $ $ and $ $) of $\mathbb{z}_ $ and $\mathbb{z}_ $?

any ... abstract-algebra group-theory algebra-precalculus elementary-number-theory asked hours ago vidyarthi gold badge silver badges bronze badges votes answers views multiplying the inequalities gives a weird result which is obviously wrong here's a chain of conclusions which leads to the wrong outcome...

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hyperbolic curve there is finitely many algebraic self-maps (any such map is constant or an automorphism) but the mapping class group is infinite. ag.algebraic-geometry arithmetic-geometry derham-cohomology share | cite | improve this question | follow | asked hours ago crispr crispr silver badge bronze badges

particular, it acts on $h^ _{\mathrm{dr}}(e)$ as multiplication by $k$. but $\mathrm{fr}$ acts on the -dimensional space $h^ (e)$ as a linear map with determinant $p$, and hence can not be scalar. share | cite | improve this answer | follow | answered hours ago s. carmeli s. carmeli gold badge silver badges...

https://mathoverflow.net/questions/366635/is-the-action-of-the-absolute-frobenius-on-de-rham-cohomology-induced-by-an-alge

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