We study the Drinfeld double of the (equivariant spherical) Cohomological Hall algebra in the sense of Kontsevich and Soibelman, associated to a smooth toric Calabi-Yau 3-fold $X$. By general reasons, the COHA acts on the cohomology of the moduli spa...
The Dyck path algebra construction of Carlsson and Mellit from arXiv:1508.06239 is interpreted as a representation of "the positive part" of the group of toric braids. Then certain sums over $(m,n)$-parking functions are related to evaluations of thi...
The discovery of 2024 YR4 presented the planetary defense community with the most significant impact threat in almost two decades, reaching level 3 on the Torino scale. The community, now mature and well-organized, responded with a global observation...
Italy's first capital, Torino is a baroque jewel on the banks of the Po (...)
One of Italy 's renowned cities, Torino is more than the home of the Shroud of Turin; it is also a city of palaces and elegant architecture. It was Italy's first capital city as a unified nation, before the national …
Turin Airport (Italian: Aeroporto di Torino) (IATA: TRN, ICAO: LIMF), also known as Turin-Caselle Airport (Aeroporto di Torino-Caselle), is an international
This erratum addresses a logical mistake in the author's article [Jakob, R. The Willmore flow of Hopf-tori in the $3$-sphere. Journal of Evolution Equations 23, No. 72 (2023)] which resulted in two wrong assertions in parts (II) and (III) of Theorem...
Torino Design is an Italian car design studio based in Turin, Italy. It was established in March 2006 by Roberto Piatti [it] and Giuliano Biasio [it],
The Torino scale is a method for categorizing the impact hazard associated with near-Earth objects (NEOs) such as asteroids and comets. It is intended
Ciao a tutti! I’ve been planning moving to Italy for a while. My family came from Firenze and Campania and I love the whole country. One of the places I have my eyes on is Torino. I like the idea o...
Files storage explorer and photo gallery for Azure Storage Account (⭐ 19)
I recently got acceptance from polito and I'm considering accepting the offer. Can someone tell how's the life in torino and how's the place to live in and how are the people over there. Btw I'm non e...
Ice hockey at the 2006 Winter Olympics was held at the Torino Palasport Olimpico and the Torino Esposizioni in Turin, Italy. The men's competition, held
Italy's first capital, Torino is a baroque jewel on the banks of the Po (...)
One of Italy 's renowned cities, Torino is more than the home of the Shroud of Turin; it is also a city of palaces and elegant architecture. It was Italy's first capital city as a unified nation, before the national …
Torino Football Club (Italian pronunciation: [toˈriːno]), colloquially referred to as Toro, is an Italian professional football club based in Turin, Piedmont
For Casual Friday, here's the the next previous essay in my series "Red Tories and the NDP", this one focusing on the abolition of slavery in Nova Scotia, along with how poorly the Black Loyalists and...
Source: https://x.com/SWiltfong247/status/1732574685643047067?s=20 Profile: https://247sports.com/player/toriano-pride-46058972/ 4* Transfer No. 1 CB Transfer No. 12 Overall Rated Transfer...
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Toriano just ran a 4.32 40 yard dash for the fastest time in his DB group at the combine. Edit: 2nd fastest. The second group had a DB run 4.27....
Config files for my GitHub profile. (⭐ 0)
Toriano J. Morgan (born c. 1978) is an American college football coach. He is the co-offensive coordinator and running backs coach for the Tennessee State
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Toriano Pride Jr. (born December 18, 2003) is an American college football cornerback for the Missouri Tigers. He previously played for the Clemson Tigers
In the article we obtain almost global existence for Dirac Equations with high regularity and small initial datum on Tori. Besides, the global existence with low regularity and small initial datum is gotten. The approaches are mainly Gagliardo-Nirenb...
Adolphson and Sperber characterized the unique unit root of $L$-function associated with toric exponential sums in terms of the $\mathcal{A}$-hypergeometric functions. For the unit root $L$-function associated with a family of toric exponential sums,...
The standard P. A. Smith theory of p-group actions on spheres, disks, and euclidean spaces is extended to the case of p-group actions on tori (i.e., products of circles) and coupled with topological surgery theory to give a complete topological cla...
We show numerically that any of the constant mean curvature tori first found by Wente must have index at least eight....
We find various lower and upper bounds for the index of Wente tori that contain a continuous family of planar principal curves. We then prove a result that gives an algorithm for computing the index sharply....
A fan-made API for Blue Archive game. (⭐ 137)
Motivated by recent experiments, we develop a model for DNA toroids under external tension. We find that tori are the equilibrium states for our model up to a critical tension, above which they become only metstable. Above this tension, we find a c...
Let X(Σ) be a smooth projective toric variety for a complex torus T_\C. In this paper, a real T_\C-invariant Poisson structure Π_Σis constructed on the complex manifold X(Σ), the symplectic leaves of which are the T_\C-orbits in X(Σ). It is sh...
This paper reexamines univariate reduction from a toric geometric point of view. We begin by constructing a binomial variant of the $u$-resultant and then retailor the generalized characteristic polynomial to fully exploit sparsity in the monomial...
We report on the computer implementation for toric geometry in the computer algebra system $\texttt{OSCAR}$. The main architectural feature of $\texttt{OSCAR}$ is that its four fundamental tools $\texttt{Antic}$ (Hecke, Nemo), $\texttt{GAP}$, $\tex...
The slack ideal of a polytope is a saturated determinantal ideal that gives rise to a new model for the realization space of the polytope. The simplest slack ideals are toric and have connections to projectively unique polytopes. We prove that if a p...
We show that, on the connected sum of complex projective planes, any toric LeBrun metric can be identified with a Joyce metric admitting a semi-free circle action through an explicit conformal equivalence. A crucial ingredient of the proof is an expl...
We prove that a generic complex deformation of a generalized Kummer variety contains no complex analytic tori....
We investigate the relation between essential divisors and F-blowups, in particular, address the problem whether all essential divisors appear on the $e$-th F-blowup for large enough $e$. Focusing on the case of normal affine toric varieties, we esta...
Gran Torino is a 2008 drama film produced and directed by Clint Eastwood, who also stars in the lead role. It features a significant Hmong American cast