outer problem
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Outer billiard — Outer Billiards is a dynamical system based on a convex shape in the plane. Classically, this system is defined for the Euclidean plane but one can also consider the system in the hyperbolic plane or in other spaces that suitably generalize the… … Wikipedia
Outer Mongolian Revolution of 1921 — History of Mongolia This article is part of a series Ancient History … Wikipedia
Outer London Defence Ring — Coordinates: 51°30′00″N 0°07′34″W / 51.500°N 0.126°W / 51.500; 0.126 The Outer London Defence Ring was a defensi … Wikipedia
Kepler problem in general relativity — The Kepler problem in general relativity involves solving for the motion of two spherical bodies interacting with one another by gravitation, as described by the theory of general relativity.Typically, and in this article, one body is assumed to… … Wikipedia
Plan 9 from Outer Space — This article is about the 1959 film. For the video game of the same name, see Plan 9 from Outer Space (video game). Plan 9 from Outer Space … Wikipedia
The Outer Limits (1963 TV series) — For the remake series, see The Outer Limits (1995 TV series). The Outer Limits (1963) Opening title screen Genre Science fiction … Wikipedia
Mrs. Miniver's problem — is a geometry problem about circles. Given a circle A, find a circle B such that the area of the intersection of A and B is equal to the area of the symmetric difference of A and B (the sum of the area of A − B and the area of… … Wikipedia
Colonization of the outer Solar System — Space colonization Solar System Inner Mercury Venus Earth Moon Lagrange points Mars Phobos Deimos Asteroids Ceres Outer Jupiter Io … Wikipedia
Donor (The Outer Limits) — Donor The Outer Limits episode Episode no. Season 5 Episode 2 Directed by Jimmy Kaufman Written by Sam … Wikipedia
Deja Vu (The Outer Limits) — Deja Vu The Outer Limits episode Episode no. Season 5 Episode 16 Directed by Brian Giddens Written by Alan Katz … Wikipedia
Ménage problem — A table with ten place settings. According to the solution to the ménage problem, there are 3120 different ways in which five couples can choose seats at this table in such a way that men and women alternate and do not sit next to their partners … Wikipedia
