Tootfinder

What country or government does Edward Snowden have regular contact with these days?
Really wondering... 🤔
Edward, please, don't lean out of *any* window...
#Bitcoin #Crypto #Snowden

"I have enough books at home and I don't need any more" -- me, never
(ping @…)

Einige erinnern sich sicherlich noch an die Snowden-Enthüllungen und den.NSA-Untersuchungsausschuss. (Auch schon wieder 10 Jahre her, seit das losging.)
Wer die US-Drohnenprogramme und ihre muster-basierte Zielfindung in Afghanistan und Pakistan schlimm fand, sollte israelische Drohnen-Tötungen mit dem #Lavender Programm ähnlich kritisch betrachten.

Edward Snowden is all right

Snowden retweeting Musk. Now all we need is for Greenwald to retweet Snowden retweeting Musk for the trifecta

Regular categories, oligomorphic monoids, and tensor categories
Andrew Snowden
https://arxiv.org/abs/2403.16267 https://arxiv.org/pdf…

Regular categories, oligomorphic monoids, and tensor categories
Knop constructed a tensor category associated to a finitely-powered regular category equipped with a degree function. In recent work with Harman, we constructed a tensor category associated to an oligomorphic group equipped with a measure. In this paper, we explain how Knop's approach fits into our theory. The first, and most important, step describes finitely-powered regular categories in terms of oligomorphic monoids; this may be of independent interest. We go on to examine some aspects of th…

Edward Snowden is tolerable

The thirty-seven measures on permutations
Andrew Snowden
https://arxiv.org/abs/2404.08775 https://arxiv.org/pdf/2404.08775

The thirty-seven measures on permutations
In recent work with Harman, we introduced a notion of measure on a class of finite relational structures. In this note, we consider measures on the class of permutations, i.e., finite sets with two total orders. Using a method of Nekrasov, we show that there are exactly 37 measures. Two of these measures lead to a new pre-Tannakian tensor category.

This https://arxiv.org/abs/2308.06660 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Arboreal tensor categories
We introduce some new symmetric tensor categories based on the combinatorics of trees: a discrete family $\mathcal{D}(n)$, for $n \ge 3$ an integer, and a continuous family $\mathcal{C}(t)$, for $t \ne 1$ a complex number. The construction is based on the general oligomorphic theory of Harman--Snowden, but relies on two non-trivial results we establish. The first determines the measures for the class of trees, and the second is a semi-simplicity theorem. These categories have some notable prope…

Edward Snowden could redeem themselves with (greater) support for distributism

Edward Snowden is whatever

Edward Snowden is somewhere in between excellent and nauseating: they're acceptable