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https://mathoverflow.net/questions/507650/definition-of-category-of-analytic-stacks ag.algebraic geometry - Definition of category of analytic stacks - MathOverflow If I’m not mistaken, condensed mathematics is replacing the category of sets by condensed sets, so we can talk about topological objects up to homeomorphisms... ag algebraic geometry definition category analytic stacks https://mathoverflow.net/questions/483164/locally-nilpotent-derivations-and-triangularizability ag.algebraic geometry - Locally nilpotent derivations and triangularizability - MathOverflow If $ k $ is a field of characteristic zero and $ \delta \in T_{\mathbb{A}^{n}_{k}/k} $, then $ \delta $ is triangular if $ \delta = \sum_{i=2}^{n}... ag algebraic geometry locally derivations mathoverflow https://mathoverflow.net/questions/418594/how-to-determine-the-degree-of-a-rational-function-field-over-a-relatively-algeb ag.algebraic geometry - How to determine the degree of a rational function field over a relatively... Let $K$ be a field and $K(x_1,\cdots,x_n)$ be the degree-$n$ purely transcendental extension of $K$. Given homogeneous polynomials $f_1,\cdots,f_n\in... ag algebraic geometry determine degree rational function https://mathoverflow.net/search?q=user:3635+[ag.algebraic-geometry] Posts matching 'user:3635 [ag.algebraic-geometry]' - MathOverflow posts matching user ag algebraic geometry 3635 mathoverflow https://mathoverflow.net/questions/510112/does-this-corollary-of-the-cayley-hamilton-theorem-have-a-geometric-interpretati ag.algebraic geometry - Does this corollary of the Cayley-Hamilton theorem have a geometric... Fix a positive integer $d$. Let $x$ be a “generic” vector of size $d$, and let $A$ be a “generic” $d × d$ matrix, by which I mean that the entries of $x$ and... ag algebraic geometry corollary cayley hamilton theorem https://mathoverflow.net/questions/510222/irreducible-modules-for-the-weyl-algebras-with-every-possible-dimension ag.algebraic geometry - Irreducible modules for the Weyl algebras with every possible dimension -... Let $A_n$ denote the rank $n$ Weyl algebra over a field of characteristic 0. It is well known that its Gelfand-Kirillov dimension is $2n$. Hence, by basic... ag algebraic geometry every possible irreducible modules weyl https://mathoverflow.net/questions/510088/whats-your-favorite-cantor-space ag.algebraic geometry - What's your favorite Cantor space? - MathOverflow Consider the Cantor set $\mathcal C$. It's pretty fundamental! Part of the reason it's fundamental is that it shows up in many different guises all across... ag algebraic geometry space mathoverflow favorite cantor https://mathoverflow.net/questions/tagged/ag.algebraic-geometry Newest 'ag.algebraic-geometry' Questions - MathOverflow ag algebraic geometry questions mathoverflow newest