rkh/almost-sinatra
Sinatra refactored, only six lines now. More popular than a pair of socks. (⭐ 517)
almost, adv., adj., & n. meanings, etymology and more | Oxford …
There are seven meanings listed in OED's entry for the word almost, two of which are labelled obsolete. See ‘Meaning & use’ for definitions, usage, and quotation evidence.
Almost makes me want to have my own daughter. Almost..
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almost - Wiktionary, the free dictionary
Feb 15, 2026 · Noun almost (plural almosts) (informal) Something or someone that doesn't quite make it.
The Almost - Wikipedia
The Almost is an American rock band from Clearwater, Florida, fronted by Underoath drummer and vocalist Aaron Gillespie. Formed in 2005 as a solo project
An integral formula for Riemannian $G$-structures with applications to almost Hermitian an…
For a Riemannian $G$-structure, we compute the divergence of the vector field induced by the intrinsic torsion. Applying the Stokes theorem, we obtain the integral formula on a closed oriented Riemannian manifold, which we interpret in certain cases....
macaly/almostnode
Node.js in your browser. Just like that. (⭐ 966)
Almost
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Almost Famous - Wikipedia
Almost Famous is a 2000 American comedy drama film written and directed by Cameron Crowe, starring Billy Crudup, Frances McDormand, Kate Hudson, Patrick
I’ll Suck a D*** for a Rusted Gear at This Point
I’m almost serious about the title….. ALMOST. Im fuckin done, can’t find the 3rd one for shit. I will trade someone on PS5 for one please… PLEASEEEEE. Name your price, only thing I won’t tra...
Analysing ALMA data with CASA
The radio astronomical data analysis package CASA was selected to be the designated tool for observers to analyse the data from the Atacama Large mm/sub-mm Array (ALMA) which is under construction and has recently started taking its first science dat...
Strict Almost Non-Abelian Deformations
An almost non-abelian extension of the Rieffel deformation is presented in this work. The non-abelicity comes into play by the introduction of unitary groups which are dependent of the infinitesimal generators of $SU(n)$. This extension is applied to...
Spectral analysis and the Aharonov-Bohm~effect on certain almost-Riemannian manifolds
We study spectral properties of the Laplace-Beltrami operator on two relevant almost-Riemannian manifolds, namely the Grushin structures on the cylinder and on the sphere. This operator contains first order diverging terms caused by the divergence of...
Scalar curvature rigidity of almost Hermitian spin manifolds which are asymptotically comp…
This paper generalizes a rigidity result of complex hyperbolic spaces by M. Herzlich. We prove that an almost Hermitian spin manifold $(M,g)$ of real dimension $4n+2$ which is strongly asymptotic to $\hyp{\C}^{2n+1}$ and satisfies a certain scalar...
Scalar curvature rigidity of almost Hermitian manifolds which are asymptotic to $\mathbb{C…
We show that an almost Hermitian manifold $(M,g)$ of real dimension $4n$ which is strongly asymptotic to $\mathbb{C}H^{2n}$ and satisfies a certain scalar curvature bound must be isometric to the complex hyperbolic space. Assuming Kähler instead o...
(2,0)-supersymmetric sigma models and almost complex structures
We find a new class of (2,0)-supersymmetric two-dimensional sigma models with torsion and target spaces almost complex manifolds extending similar results for models with (2,2) supersymmetry. These models are invariant under a new symmetry which is g...
Metropol (almanac) - Wikipedia
The Metropol' Almanac is a collection of uncensored texts by famous writers, self published in Samizdat in Moscow in December 1978. The collection was
Epsilon regularity under scalar curvature and entropy lower bounds and volume upper bounds
Examples show that Riemannian manifolds with almost-Euclidean lower bounds on scalar curvature and Perelman entropy need not be close to Euclidean space in any metric space sense. Here we show that if one additionally assumes an almost-Euclidean uppe...
Almost all searches on my independent search engine are now from SEO spam bots
Points: 696 | Comments: 377 | Author: m-i-l
Plataforma de archivos compartidos y almacenamiento personal ... - Google
Obtenga información sobre la plataforma de archivos compartidos de Google Drive, que ofrece una opción de almacenamiento seguro y personal en la nube para compartir contenido con otros usuarios.