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15
264
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What is a symplectic form of the rotation group SO(n)

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#lie-algebras #quantum-mechanics #symplectic-geometry #hamilton-equations #rigid-analytic-spaces
61
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How to determine the minimum number of edges to form a rigid structure in ${\mathbb R}^d$ ($d = 2,3$)?

Published on
#linear-algebra #rigid-analytic-spaces
333
Views

From sheaf torsors to geometric bundles on schemes

Published on
#algebraic-geometry #vector-bundles #principal-bundles #rigid-analytic-spaces
803
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What are Robba rings and why are they important?

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#p-adic-number-theory #galois-representations #rigid-analytic-spaces
327
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(Sanity check) the adic spectrum $\operatorname{Spa}(\mathbb{Z}, \mathbb{Z})$

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#algebraic-geometry #p-adic-number-theory #valuation-theory #rigid-analytic-spaces
481
Views

Nonarchimedean convergent power series

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#abstract-algebra #power-series #algebraic-number-theory #analytic-geometry #rigid-analytic-spaces
105
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$p$-adic power series and its maximum in the unit ball

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#algebraic-number-theory #p-adic-number-theory #valuation-theory #rigid-analytic-spaces #nonarchimedian-analysis
171
Views

Isomorphism of the perfection of two ring

Published on
#algebraic-geometry #rigid-analytic-spaces
255
Views

Drinfeld upper half plane admissible open

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#algebraic-geometry #grothendieck-topologies #rigid-analytic-spaces
302
Views

A question about the $p$-adic product formula for $\log(1+X)$ and $p$-adic geometry

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#p-adic-number-theory #rigid-analytic-spaces
70
Views

Induces a Weierstraß domain an injection of affinoid K-algebras?

Published on
#functional-analysis #rigid-analytic-spaces
250
Views

Rigid analytic projective line is affinoid?

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#abstract-algebra #algebraic-number-theory #analytic-geometry #projective-space #rigid-analytic-spaces
147
Views

"weak" Henselian property

Published on
#algebraic-geometry #schemes #rigid-analytic-spaces
55
Views

Image of a local map is closed in $m$-adic topology

Published on
#abstract-algebra #local-rings #topological-rings #rigid-analytic-spaces
48
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Construct a subspace of a complete normed $K$-vector space with $(y_\mu)_{\mu \in M}$ as its orthonormal basis

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#algebraic-geometry #rigid-analytic-spaces

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