Woven badges

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.$ define $f(x)= ( +|x|^ )^{s/ } (f\ast f)(x), x\in \mathbb r, s $ and $r^{ } \in l^\infty_{\text{loc}}(i)$. i would like to determine whether $c^\... real-analysis lebesgue-integral lp-spaces asked days ago jzs gold badge silver badges bronze badges votes answer views inclusions and inequalities $l^

lp-spaces asked feb at : minmaxone bronze badges votes answer views how to prove this estimate in $w_ ^{ , p}(\omega)$?...

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continuity asked yesterday vidyarthi gold badge silver badges bronze badges votes answers views continuity of function with matrix/vector input is the function $f(c,x) = c^{ }x$ continuous at $(c,x)$ such that $c$ is invertible?

if not, then what about the space of ... real-analysis general-topology continuity asked days ago vidyarthi gold badge silver badges bronze badges votes answers views let $s^ =\{(x,y):x^ +y^ = \}$ be the unit circle. prove that $g:[ )\to s^ $, $g(t)=(\cos( \pi t),\sin( \pi t))$ is not a homeomorphism...

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

[closed] i'm reading the excellent autobiography of norbert wiener on its couple of books (ex-prodigy: my childhood and youth and i am a mathematician). certainly there is much material to discuss, but there ... soft-question mathematicians asked hours ago josé marín silver badges bronze badges vote

silver badges bronze badges vote answer views what are the prerequisites to learn lambda calculus?...

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in this post i ... abstract-algebra algebraic-number-theory extension-field p-adic-number-theory minimal-polynomials asked feb at : diglett gold badge silver badges bronze badges vote answers views artin map and ideles i was going through silverman's advanced topics in the arithmetic of elliptic curves

, and this statement was given without proof. any hints/clarification would be appreciated. he first introduces the $... abstract-algebra number-theory algebraic-number-theory class-field-theory adeles asked feb at : locally unskillful gold badges silver badges bronze badges vote answers views why do...

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for the standard inner product, this is trivially true ... linear-algebra inner-product-space asked hours ago arya_stark silver badges bronze badges votes answers views justify orthogonality [duplicate] let $v \in\mathbb r^ $ have norm one. if $\{v^ , v^ , v^ \}$ is an orthonormal basis of $\mathbb r

bronze badges votes answer views bounded inner product on separable hilbert space?...

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}$$ of course, if ... integration matrices derivatives matrix-calculus matrix-exponential asked jan at : ruben verresen silver badges bronze badges vote answer views prove $ imes $ real matrix is not the exponential of some other real matrix how do i prove that the real matrix $a$, where $$ a=egin{pmatrix

matrices orthogonal-matrices matrix-exponential skew-symmetric-matrices asked jan at : matt dickau silver badges bronze badges votes answer views finding the matrix exponential of a nilpotent matrix let $a_n$ denote the $n imes n$ strictly upper triangular matrix given by $$ \left( egin{array}{cccccc...

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> refiner refiner edit and answer questions (both actions within hours, answer score > ). awarded times. awarded jul ' at : to joe strazzere k gold badges silver badges bronze badges awarded apr ' at : to sourav ghosh . k gold badges silver badges bronze badges awarded aug ' at : to mister positive...

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