Tootfinder

Calamus 23 This moment as I sit alone
A promise of global unity, Whitman sharing his adulation for men in other countries.
I guess this is an antidote to Whitman's nationalism? His celebrations of America seem sweet and sincere but they are very American-centric. Here he's explicitly saying men of other lands can be just as wise, beautiful, or benevolent as American men. It seems unusual that he feels he has to say it explicitly.
As for the queer reading, his conclusion is
I know we should be brethren and lovers
There's that word, "lovers". It's so brash it's hard to understand. It seems uncharacteristically direct even understanding Whitman as a gay poet. Maybe this is some 19th century romantic language, mixing what feels very gay in with a more general celebration of brotherhood? Or maybe it is literally what it says, Whitman eroticizing international men.

The presentable stable envelope of an exact category
Christoph Winges, Marius Nielsen
https://arxiv.org/abs/2506.02598 https://arxiv.…

The presentable stable envelope of an exact category
We prove an analogue of the Gabriel--Quillen embedding theorem for exact $\infty$-categories, giving rise to a presentable version of Klemenc's stable envelope of an exact $\infty$-category. Moreover, we construct a symmetric monoidal structure on the $\infty$-category of small exact $\infty$-categories and discuss the multiplicative properties of the Gabriel--Quillen embedding. For $E$ an Adams-type homotopy associative ring spectrum, this allows us to identify the symmetric monoidal $\infty$-…

Trans-series from condensates in the non-linear sigma model
Yizhuang Liu, Marcos Mari\~no
https://arxiv.org/abs/2507.02605 https://ar…

Trans-series from condensates in the non-linear sigma model
In this work we provide a massless perturbative framework for the two dimensional non-linear sigma model (NLSM), that allows the computation of the perturbative series attached to the operator condensates in the operator product expansion (OPE). It is based on a limit of the quartic linear sigma model (LSM) and is manifestly $O(N)$ symmetric. We show, at next-to-leading order in the $1/N$ expansion, how this framework reproduces the perturbative contribution to the two-point function, as well a…

This https://arxiv.org/abs/2309.13540 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Classification of aut-fixed subgroups in free-abelian times surface groups
In this paper, we are concerned with the direct product $G=π_1(Σ)\times \Z^k$ for $Σ$ a compact orientable surface with negative Euler characteristic, and give a complete classification of its fixed subgroups of automorphisms. As a corollary, we show that $G$ contains, up to isomorphism, infinitely many fixed subgroups of automorphisms if and only if $k\geq 2$, which is a contrast to that of hyperbolic groups. As an application on Nielsen fixed point theory, we provide a family of aspherical…

Die "Ethnie", die Region - zwei Begriffe der Transcultural Musical Studies (z.B. in Weimar). Sie sind diese Begriffe, mit der die offizielle kulturelle Politik der EU, abzüglich, Ethnie, auf dem eurasischen Kontinent hantiert, um ökonomische Motive zu kaschieren und durchzusetzen. Die Musikforschung mag wie hier in der Bubliothek in Rudolstadt (s. Bild) das Mikro übergeben. Um die - männlichen - Protaginisten zz hören. Die Fragen die sie post-kolonialistisch stellt sind die alten.

Effective description of Nelson-Barr models and the theta parameter
Gustavo H. S. Alves, Celso C. Nishi
https://arxiv.org/abs/2506.03257 https://

Effective description of Nelson-Barr models and the theta parameter
Nelson-Barr theories solve the strong CP problem with CP spontaneously broken at Λ_{CP} and transmitted to the CP conserving version of the SM through vector-like quarks (VLQs). For an arbitrary number of CP breaking scalars and VLQs, we perform the full one-loop matching calculations at Λ_{CP} up to dimension five operators and the relevant matching calculations at the VLQ scale relevant to tracking the contributions to the parameter \barθ. In the EFT after the CP breaking scalars have been…

RIP Edmund White. https://www.nytimes.com/2025/06/04/arts/edmund-white-dead.html

Board of Officers of Cave No. 1, Curly Bears, in full regalia circa 1900