Tootfinder

"Rien de ce qui s'est passé dans l'Europe orientale médiévale n'oblige les futurs États Š se faire la guerre mille ans plus tard - pas plus que, par exemple, l'histoire carolingienne n'oblige aujourd'hui la France Š envahir la Belgique ou que le passé des Mayas n'oblige le Mexique Š envahir le Guatemala."

Every additively idempotent semiring satisfying $xy\approx xz$ is finitely based
Mengya Yue, Miaomiao Ren
https://arxiv.org/abs/2509.16711 https://arxiv.or…

Every additively idempotent semiring satisfying $xy\approx xz$ is finitely based
We study the finite basis problem for additively idempotent semirings satisfying the identity $xy \approx xz$. Let $\mathbf{R}$ denote the variety of all such semirings. Yue et al. (2025, Algebra Universalis, DOI:10.1007/s00012-025-00908-5) established that $\mathbf{R}$ is finitely generated. In this paper, we show that the subvariety lattice of $\mathbf{R}$ forms a distributive lattice of order $10$. As a consequence, the variety $\mathbf{R}$ is a Cross variety, and every member of $\mathbf{R}…

Gorenstein Normal tangent cones of integrally closed ideals in two-dimensional normal singularities
Tomohiro Okuma, Kei-ichi Watanabe, Ken-ichi Yoshida
https://arxiv.org/abs/2508.17642

Gorenstein Normal tangent cones of integrally closed ideals in two-dimensional normal singularities
Let $(A,\mathfrak m)$ be a two-dimensional excellent normal Gorenstein local domain containing an algebraically closed filed. Let $I =H^0(X,\mathcal{O}_X(-Z)) \subset A$ be an $\mathfrak m$-primary integrally closed ideal represented by an anti-nef cycle $Z$ on some resolution $X\to \mathrm{Spec} A$. In this paper, we prove that $\overline{G}(I)$ is Gorenstein if and only if it is Cohen-Macaulay and $(r-1)Z^2+K_XZ=0$, where $r=\bar{\athrm{r}}(I)$ denotes the normal reduction number of $I$ and $…

Tragedy and Resistance
https://ift.tt/OUSFGlL
updated: Thursday, September 25, 2025 - 3:46pmfull name / name of organization: Literaturforum im…
via Input 4 RELCFP https://

Which Player Returning From Injury Will Help Cowboys Most? | Hangin' With The 'Boys https://www.youtube.com/watch?v=oHGj_XZIutc

Call for Papers: Religion and Peak TV
https://ift.tt/ulkajWJ
Volume Editor: George Tsakiridis, PhD Abstract and CV Due: September 30, 2025 Initial Final Paper…
via Input 4 RELCFP https://

Call for Papers: Religion and Peak TV
Volume Editor: George Tsakiridis, PhD Abstract and CV Due: September 30, 2025 Initial Final Paper Due: June 30, 2026 Around the late 1990s/early 2000s a revolution in television began to take place…

#CFP: 2026 Conference: Religion, Technology, and Innovation
https://ift.tt/3HoBAbV
2026 Call for Papers
via Input 4 RELCFP

#CFP: 2026 Conference: Religion, Technology, and Innovation
2026 Call for Papers

Ecocriticism
https://ift.tt/xzYIbe2
updated: Wednesday, August 20, 2025 - 10:36amfull name / name of organization: Marmara University in…
via Input 4 RELCFP https://ift…

100 Years of Wonder
https://ift.tt/XzGcAgV
updated: Wednesday, August 20, 2025 - 10:45amfull name / name of organization: Science Fiction…
via Input 4 RELCFP https://if…

Call for Papers: "Religion"
https://ift.tt/xZzU1lJ
University of Alaska - Fairbanks - Alaska & Polar Regions Area Studies Bibliographer & Curator of…
via Input 4 RELCFP htt…