No results for "Category:Great Attractor" (auto) in titles.

Suggestions for article titles:

  1. Attractor: In the mathematical field of dynamical systems, an attractor is a set of states toward which a system tends to evolve, for a wide variety of starting conditions of the system. System values that get close enough to the attractor ... (Concept in dynamical systems) [100%] 2023-12-20 [Limit sets]
  2. Attractor: Roughly speaking, an attracting set for a dynamical system is a closed subset \(A\) of its phase space such that for "many" choices of initial point the system will evolve towards \(A\ .\) (Words shown in red refer to future links ... [100%] 2021-12-24
  3. Atractor: En los sistemas dinámicos, un atractor es un conjunto de valores numéricos hacia los cuales un sistema tiende a evolucionar, dada una gran variedad de condiciones iniciales en el sistema.​ Para que un conjunto sea un atractor, las trayectorias que ... [87%] 2023-12-26
  4. Attraction (2018 film): Attraction (Привличане) is a 2018 Bulgarian romantic comedy film directed by Martin Makariev, and starring Yana Marinova, Alexander Sano, Luiza Grigorova, Radina Borshosh, Koyna Ruseva, Vlado Penev, Bashar Rahal, Zhivko Simeonov and Mihail Nedyalkov. The screenplay was written by Marinova, Borislav ... (2018 film) [77%] 2024-01-01 [2018 films] [Bulgarian comedy films]...
  5. Attraction (chess): In chess, attraction is a tactical motif, typically involving a sacrifice that attracts an opposing piece, often the king, to a square where its new position can be exploited by a tactic favoring the attacker. This tactic is also referred ... (Chess) [77%] 2023-05-19 [Chess theory] [Chess tactics]...
  6. Attractin: Attractin is a protein that in humans is encoded by the ATRN gene. Attractin is a Group XI C-type lectin. [77%] 2023-11-12 [Kelch proteins] [C-type lectins]...
  7. Attractio: Attractio is a single player game by Mexican developers GameCoder Studios, Renderfarm Studios and publisher Bandai Namco Entertainment. Attractio takes place in the Entertainment Space Station (ESS), an artificial satellite orbiting Mars where players will solve deadly physics-based puzzles ... (Software) [77%] 2023-12-15 [Windows games] [MacOS games]...
  8. Attractin: Attractin is a protein that in humans is encoded by the ATRN gene. Attractin is a Group XI C-type lectin. (Protein-coding gene in the species Homo sapiens) [77%] 2023-12-31 [Kelch proteins] [C-type lectins]...
  9. Abstractor: Abstractor es el concepto que define la suma de toda la información contenida en el Universo, en cualquiera de sus estados posibles: Información, Energía, Materia. (Teoría IEM). [77%] 2023-10-23
  10. Attraction (film): Attraction (Russian: Притяжение, romanized: Prityazhenie) is a 2017 Russian science fiction action film directed by Fyodor Bondarchuk. The plot focuses upon an extraterrestrial spaceship crash-landing in the Chertanovo district of Moscow. (Film) [77%] 2022-09-18 [2017 films] [2010s Russian-language films]...
  11. Attraction: Argumento[editar] Los personajes principales son el coronel Valentín Lebédev, su hija Yulia, un alienígena Jekon (o Jakon) y el novio de Yulia, Artiom (también Tiom), quien será el principal antagonista de la película. Jekon viene de una civilización avanzada cuyos ... [77%] 2023-05-26
  12. ATTRACTION: 『ATTRACTION』(アトラクシオン)は、1999年2月24日に発売された大貫妙子の通算18作目のスタジオ・アルバム。発売元はEASTWORLD / 東芝EMI。 本作に収録された一部の曲はパリでレコーディングが行われた。その経緯として、ある日大貫が車を運転中にカー・ラジオから流れてきたフランスの音楽グループLILICUB(リリキューブ)の曲を耳にし、彼らの音楽に興味を持ったことがきっかけとなっている。LILICUBは3曲の編曲と演奏に参加している。 「昨日、今日、明日」(M-4)は、ブラームスの「交響曲第3番 第3楽章」に詞を付けたもの。M-5「四季」はMAX FACTOR ″ななこなでしこ″ CM曲、M-9「風の旅人」は ″けいりん″ のCM曲として使用された。 2016年3月にはリマ. [77%] 2024-04-07 [大貫妙子のアルバム] [1999年のアルバム]...
  13. Attracta (film): Attracta is a 1983 Irish drama film directed by Kieran Hickey, co-produced by Douglas Kennedy, and starring Wendy Hiller, Kate Thompson and Joe McPartland. It was based on a short story by William Trevor. (Film) [74%] 2023-12-20 [1983 films] [1983 drama films]...
  14. Rossler attractor: The Rössler attractor is a chaotic attractor solution to the system \[ \dot{x} = -y -z \] \[ \dot{y} = x+ay \] \[ \dot{z} = b+ z(x-c) \] proposed by Rössler (1976), often called Rössler system. Here, \((x, y, z) \in \mathbb{R ... [70%] 2021-12-24 [Oscillators] [Dynamical Systems]...
  15. Great Attractor: The Great Attractor is a gravitational anomaly in intergalactic space and the apparent central gravitational point of the Laniakea Supercluster. The observed anomalies suggest a localized concentration of mass millions of times more massive than the Milky Way. (An apparent gravitational anomaly at the center of the local Laniakea Supercluster) [70%] 2023-01-10 [Great Attractor] [Shapley Supercluster]...
  16. Lorenz attractor: A compact invariant set $ L $ in the three-dimensional phase space of a smooth flow $ \{ S _ {t} \} $ which has the complicated topological structure mentioned below and is asymptotically stable (that is, it is Lyapunov stable and all trajectories in ... (Mathematics) [70%] 2024-01-26
  17. Lorenz attractor: A compact invariant set $ L $ in the three-dimensional phase space of a smooth flow $ \{ S _ {t} \} $ which has the complicated topological structure mentioned below and is asymptotically stable (that is, it is Lyapunov stable and all trajectories in ... (Mathematics) [70%] 2023-10-18
  18. Rössler attractor: The Rössler attractor /ˈrɒslər/ is the attractor for the Rössler system, a system of three non-linear ordinary differential equations originally studied by Otto Rössler in the 1970s. These differential equations define a continuous-time dynamical system that exhibits chaotic ... (Attractor for chaotic Rössler system) [70%] 2023-12-21 [Chaotic maps]
  19. Attractor reconstruction: Attractor reconstruction refers to methods for inference of geometrical and topological information about a dynamical attractor from observations. The modeling of a deterministic dynamical system relies on the concept of a phase space, the collection of possible system states. [70%] 2022-02-06 [Chaos] [Dynamical Systems]...
  20. Attractor dimensions: The geometry of chaotic attractors can be complex and difficult to describe. It is therefore useful to have quantitative characterizations of such geometrical objects. [70%] 2021-12-24 [Chaos] [Dynamical Systems]...

external From search of external encyclopedias:

0