• subject of group theory, the Stallings theorem about ends of groups states that a finitely generated group G {\displaystyle G} has more than one end if and...
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  • infinite groups have one, two, or infinitely many ends, and the Stallings theorem about ends of groups provides a decomposition for groups with more...
    21 KB (3,110 words) - 06:52, 28 August 2024
  • leading in a timed game Pipeline stall, in computing Stallings theorem about ends of groups, a theorem by John R. Stallings This disambiguation page lists...
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  • Martin Dunwoody (category Academics of the University of Sussex)
    number of amalgamated free products and HNN extensions over finite subgroups. In view of the Stallings theorem about ends of groups, one-ended groups are...
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  • a 1971 paper, of the Stallings theorem about ends of groups. John Stallings was born on July 22, 1935, in Morrilton, Arkansas. Stallings received his B...
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  • n = 1 the result is one of the consequences of Stallings theorem about ends of groups. Theorem: Every finitely generated group of cohomological dimension...
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  • (mathematical analysis) Stahl's theorem (matrix analysis) Stallings theorem about ends of groups (group theory) Stallings–Zeeman theorem (algebraic topology) Stanley's...
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  • choice of generating set. Every finitely-generated infinite group has either 1, 2, or infinitely many ends, and Stallings theorem about ends of groups provides...
    8 KB (1,141 words) - 00:52, 9 June 2024
  • Thumbnail for Quasi-isometry
    Quasi-isometry (category Geometric group theory)
    of the choice of a finite generating set. Every finitely-generated infinite group has either 0,1, 2, or infinitely many ends, and Stallings theorem about...
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  • The fundamental theorem of algebra, also called d'Alembert's theorem or the d'Alembert–Gauss theorem, states that every non-constant single-variable polynomial...
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  • graph to show that either G is a finite group, or G has more than one end. Hence, by a theorem of Stallings, either G is finite or G splits nontrivially...
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  • Thumbnail for Low-dimensional topology
    between Freedman's theorems about topological 4-manifolds, and Simon Donaldson's theorems about smooth 4-manifolds. There is a continuum of non-diffeomorphic...
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  • Bass–Serre theory (category Group theory)
    The theory of ends and relative ends of groups, particularly various generalizations of Stallings theorem about groups with more than one end. Quasi-isometric...
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  • Thumbnail for Geometric group theory
    others. Theorems which use quasi-isometry invariants to prove algebraic results about groups, for example: Gromov's polynomial growth theorem; Stallings' ends...
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    on the optimal value of the objective function of its dual. The weak duality theorem states that the objective function value of the dual at any feasible...
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  • Thumbnail for Napoleon
    Napoleon (redirect from Napoleon of France)
    name, there does not appear to be a connection between him and Napoleon's theorem. This is depicted in Bonaparte Crossing the Alps by Hippolyte Delaroche...
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  • Thumbnail for Mario Savio
    Mario Savio (category American people of Italian descent)
    1989. He was a brilliant student and his professor, Oliver Johns, named a theorem after him. In 1990, Savio and Hollander moved with their ten-year-old son...
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  • https://www.its.bldrdoc.gov/fs-1037/dir-039/_5829.htm[failed verification] Stallings, William, Digital Signaling Techniques, December 1984, Vol. 22, No. 12...
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  • manual extraction of patterns from data has occurred for centuries. Early methods of identifying patterns in data include Bayes' theorem (1700s) and regression...
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    of the Belgian Senate 1950 to 1954 and 1958 to 1973 Frederick V. Waugh, 75, American agricultural economist known for the Frisch–Waugh–Lovell theorem...
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  • called Brazil the first instalment of a dystopian satire trilogy it forms with 1995's 12 Monkeys and 2013's The Zero Theorem (though he later denied having...
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  • Thumbnail for Insect flight
    have been used for sailing on water, or to slow the rate of descent when gliding. Two insect groups, the dragonflies and the mayflies, have flight muscles...
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  • Thumbnail for Giovanni Falcone
    tier of Mafia members were complicit in all the organisation's crimes. This premise became known as the Buscetta theorem. When Falcone's record of success...
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  • Thumbnail for Vandana Shiva
    Vandana Shiva (category Academic staff of the Indian Institute of Science)
    mathematical and philosophical implications of hidden variable theories that fall outside of the purview of Bell's theorem. She later went on to pursue interdisciplinary...
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  • Thumbnail for Analog-to-digital converter
    sampling theorem, near-perfect reconstruction is possible. The presence of quantization error limits the SNR of even an ideal ADC. However, if the SNR of the...
    47 KB (5,960 words) - 10:31, 27 September 2024
  • Thumbnail for 1990s
    1990s (redirect from Culture of the 1990s)
    Alabama. The Alabama Crimson Tide football team, under then-Coach Gene Stallings, went 11-0 and defeated the Florida Gators under then-Coach Steve Spurrier...
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  • types of drag except lift-induced drag. Perpendicular axes theorem – states that the moment of inertia of a planar lamina (i.e. 2-D body) about an axis...
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    Hans Blumenberg has rejected the idea of a historical continuity – fundamental to the so-called 'theorem of secularization'; the Modern age in his view...
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  • Thumbnail for Bacterial motility
    flagella; a group of flagella is called a tuft) is a helical, thin and long appendage attached to the cell surface by one of its ends, performing a...
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  • December 1927), mathematician known for proving the Walter theorem in the theory of finite groups Charles Weibel (born October 28, 1950), mathematician working...
    185 KB (24,180 words) - 18:27, 11 September 2024