Badges woven not embroidered

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(ref: ). do not use this tag for elementary problems in linear algebra or geometry.

isolated. intuitively, ... algebraic-geometry complex-geometry intersection-theory singularity-theory asked hours ago user x silver badges bronze badges votes answers views intersection between three events if i have $s_{ }=(f\cap\bar{g}\cap \bar{h})$, $s_{ }=(\bar{f}\cap g\cap \bar{h})$ and $s_{ }=...

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

silver badges bronze badges votes answers views shear stess, to determine bolt diameter [closed] the diagram below shows a lap joint where two plates are held together by a bolt. the applied force (f) is $ ~ ext{kn}$ and the shear stress is $ ~ rac{ ext{n}}{ ext{m}^ }$ assuming that the ... geometry

differential-geometry vectors asked feb at : mathematicsstudent . k gold badges silver badges bronze badges vote answers views are $n$ vectors are orthogonal if performing the inner product of all $n$ vectors at once yields zero?...

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, we ... abstract-algebra polynomials ring-homomorphism singularity-theory polynomial-rings asked dec ' at : minh silver badges bronze badges votes answers views is this problem another state of the weierstraß division theorem (wdt)?

silver badges bronze badges votes answers views general formalism for singularities?...

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_{k}(n)$ is a weakly holomorphic weight-$k$ modular form which is holomorphic at all cusps except $\infty$, and if $p \in \mathbb{n}$ is a prime which does not divide $n$, can i say ... number-theory modular-forms asked yesterday freddie silver badges bronze badges votes answers views nature of fourier

bronze badges votes answer views how is the parity condition determined for modular forms corresponding to $l(s, \chi_ ) l(s, \chi_ )$?...

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note that $f'_n$ is not uniformly bounded real-analysis analysis sequence-of-function asked hours ago rosy silver badges bronze badges votes answer views if $f_n \rightarrow f$ uniformly and $f(z) = $ only at $z_ $, then what can we say about $g(z_ )$, limiting function of $g_n(z) = f_n(z)^{ /n}$?

functions. define a point $p\in e$ to be an asymptotic fixed-point of the sequence $(f_k)_k$ if $\lim_{k\to\infty}f_k(p) ... analysis metric-spaces fixed-point-theorems sequence-of-function fixed-points asked jan at : mortified through math silver badges bronze badges vote answer views a problem on sequence...

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bronze badges votes answers views interpretation of equality of random variables?

where b^c denotes b complement. can someone show work to show why it is true or not true?...

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