Our Pokémon GO Fan App Attracted Almost 300 Thousand Trolls in 3 Days
Points: 2 | Comments: 0 | Author: khal_paul
Almost... ?
Art: [Source](https://x.com/hideim/status/1963006522088202384) TL/TS: Me...
Dari Learning Resources Please!!!
I'm looking for learning resources for my daughter for Dari. Our family is from Afghanistan and we don't want her to learn the families language. She's almost 5 now and knows almost NONE. I am a nati...
Almost everywhere convergence of Fourier series on SU(2): the case of Holder continuous fu…
We consider an aspect of the open problem: Does every square-integrable function on SU(2) have an almost everywhere convergent Fourier series? Let 0 < alpha < 1. We show that to each countable set E in SU(2) there corresponds an alpha-Holder continuo...
Almost everywhere convergence of Fourier series on compact connected Lie groups
We consider the open problem: Does every square-integrable function f on a compact, connected Lie group G have an almost everywhere convergent Fourier series? We prove a general theorem from which it follows that if the integral modulus of continuity...
It's almost 2025. Almost 45 (44) 5* characters released since game start in 2020 - how man…
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Rates in almost sure invariance principle for quickly mixing dynamical systems
For a large class of quickly mixing dynamical systems, we prove that the error in the almost sure approximation with a Brownian motion is of order O((log n)^a) with a $\ge$ 2. Specifically, we consider nonuniformly expanding maps with exponential and...
"Pakistan is responsible for almost all major terror attacks around the world, either dire…
"Pakistan is responsible for almost all major terror attacks around the world, either directly or indirectly" A fictionalised version of NSA Ajit Doval said these words in the recent Bollywood movie ...
Show HN: I made a web game called Almost Pong
Points: 1135 | Comments: 181 | Author: lessmilk
Parodies, spoofs or fanfics that are referenced so often, it almost feels like they are ca…
The Robot Chicken bit where the Emperor learns from Vader that the rebels blew up the Death Star. This is a well loved spoof in the Star Wars fandom, and almost feels like this is how Palpatine would ...
Characterizations of almost greedy and partially greedy bases
We shall present new characterizations of partially greedy and almost greedy bases. A new class of basis (which we call reverse partially greedy basis) arises naturally from these characterizations of partially greedy bases. We also give characteriza...
Fixing and almost fixing a planar convex body
A set of points a 1 ,. .. , a n fixes a planar convex body K if the points are on bdK, the boundary of K, and if any small move of K brings some point of the set in intK, the interior of K. The points a 1 ,. .. , a n $\in$ bdK almost fix K if, for an...
Stabilizers of Stationary Actions of Lattices in Semisimple Groups
Every stationary action of a strongly irreducible lattice or commensurator of such a latiice in a general semisimple group, with at least one higher-rank connected factor, either has finite stabilizers almost surely or finite index stabilizers almost...
almost adverb - Definition, pictures, pronunciation and usage notes ...
Definition of almost adverb in Oxford Advanced Learner's Dictionary. Meaning, pronunciation, picture, example sentences, grammar, usage notes, synonyms and more.
Almost Definition & Meaning - YourDictionary
Almost definition: Slightly short of; not quite; nearly.
Almost Definition - English Grammar and Usage Key Term
'Almost' is an adverb that indicates something is very close to a particular state or condition, but not quite there. It is often used to express near accuracy or proximity, making it a key term in …
almost - Wiktionary, the free dictionary
Feb 15, 2026 · Noun almost (plural almosts) (informal) Something or someone that doesn't quite make it.
Almost all circle polyhedra are rigid
We verify the infinitesimal inversive rigidity of almost all triangulated circle polyhedra in the Euclidean plane $\mathbb{E}^{2}$, as well as the infinitesimal inversive rigidity of tangency circle packings on the $2$-sphere $\mathbb{S}^{2}$. From t...
The almost Gorenstein Rees algebras over two-dimensional regular local rings
Let $(R,\mathfrak{m})$ be a two-dimensional regular local ring with infinite residue class field. Then the Rees algebra $\mathcal{R} (I)= \bigoplus_{n \ge 0}I^n$ of $I$ is an almost Gorenstein graded ring in the sense of Goto-Takahashi-Taniguchi for...
Almost Gorenstein rings - towards a theory of higher dimension -
The notion of almost Gorenstein local ring introduced by V. Barucci and R. Fröberg for one-dimensional Noetherian local rings which are analytically unramified has been generalized by S. Goto, N. Matsuoka and T. T. Phuong to one-dimensional Cohen-Ma...