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sextuple

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sextuple
▪ I. sextuple, a. and n. (ˈsɛkstjuːp(ə)l) [ad. med.L. type *sextuplus, f. sex six, after late L. quintuplus, septuplus: see quintuple, septuple. Cf. F. sextuple, Sp., Pg. sextuplo, It. sestuplo.] A. adj. 1. Sixfold; six times as great or numerous; consisting of six parts or things.1626 Bacon Sylva §... Oxford English Dictionary
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Sextuple (association football)
Sextuple in European football In terms of football, the sextuple means that a club has to win six official competitions in a row. “ rp-online.de Remembering FC Barcelona's Unprecedented sextuple Forbes Ten years since historic sextuple FC Barcelona References Association football wikipedia.org
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Sextuple bond
No sextuple bond has been observed in lanthanides or actinides. In a formal sextuple bond, there would be different electron pairs; an effective sextuple bond would then have all six contributing almost entirely to wikipedia.org
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sextupla
‖ sextupla Mus. Obs. [mod.L., neut. pl. of sextuplus: see next.] See quot. (cf. sextuple A. 2).1597 Morley Introd. Mus. 32 Wee call that sextupla, where wee make sixe black minymes to the semibriefe. Oxford English Dictionary
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Sextuple metre
Sextuple metre (Am. meter) or sextuple time (chiefly British) is a musical metre characterized by six beats in a measure. The most common time signatures for simple sextuple metre are and , and compound sextuple metre is most often written in or . wikipedia.org
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sextuplet
sextuplet (ˈsɛkstjuːplɛt, -ˈtjuːplət) [f. sextuple a. after triplet.] A group, set, combination, etc. of six things. a. Mus. = sextolet. b. Any of six children born at one birth. c. A cycle for six riders.1852 [see octuplet]. 1876 Stainer & Barrett Dict. Mus. Terms, Sextolet, or Sextuplet, a double ... Oxford English Dictionary
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sextuply
▪ I. † ˈsextuply, v. Scots Law. Obs. rare. Cf. sextiply v. [ad. med.L. sextuplicāre, f. sextuplic-, -plex: see sextuplex a.] intr. To make a rejoinder to a quintuplication.1673 Rec. Justic. Crt. Edinb. (S.H.S.) II. 167 Quintuplyes his Majesties Advocate, that..Sextuplyes Sir Geo. M{supc}Kenzie, that... Oxford English Dictionary
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List of boxing sextuple champions
A sextuple champion in boxing refers to a boxer who has won world titles in six different weight classes. List of women's sextuple champion The following is a list of women’s sextuple champions who have held titles from one or more of the "Big Four" organizations wikipedia.org
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sextuplex
sextuplex, a. (ˈsɛkstjuːplɛks) [a. med.L. sextuplex, f. sex six, after triplex, quadruplex, etc. Cf. sextuple a.] Sixfold.1668 Wallis in Rigaud Corr. Sci. Men (1841) II. 495 Sextuplex is as much the double of triplex as 6 is the double of 3. b. Electric Telegr. Applied to a system by which six messa... Oxford English Dictionary
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Connexion
, a website for the movements for social change in Canada ConneXions, parental advice company and terminated YouTube Channel involved in Ruby Franke sextuple wikipedia.org
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sextupole
sextupole, a. and n. Physics. (ˈsɛkstjuːpəʊl) [f. sextu-, in sextuple a. and n. and related words + pole n.2] A. adj. Having six magnetic (or electric) poles, three of each polarity. B. n. A sextupole device.1961 in Progr. Nucl. Physics (1964) IX. 114 A Sextupole Magnet Design. 1969 [see quadrupole ... Oxford English Dictionary
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Quintuple champion
Since then some boxers have won six titles and become the Sextuple champions. See also List of boxing triple champions List of boxing quadruple champions List of boxing quintuple champions List of boxing sextuple champions List of wikipedia.org
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Triple Peel
Sextuple peel In recent years the best players have perfected the triple peel, to the extent that leaving a ball at 4-back is considered risky. The sextuple peel is now considered one of the highest achievements in croquet, performed only by a handful of top international players. wikipedia.org
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How does one compute the Hurewicz homomorphism for a (symplectic) nilmanifold? I have a symplectic six-dimensional nilmanifold $X:=G/\Gamma$ in hand, characterized by the sextuple $(0,0,12,13,14+23,24+15)$, which reco...
We have $\pi_2(X) \cong \pi_2(G)$, and $\pi_2$ of a connected Lie group vanishes. So in this case the Hurewicz homomorphism is zero. If $G$ is a simply connected nilpotent Lie group, then it is diffeomorphic to $\mathbb{R}^6$ and in particular contractible. This means that $G/\Gamma$ is an Eilenberg...
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2001–02 Divizia A (women's football)
Two divisions (West/South) with 3/4 teams each played a sextuple round robin. wikipedia.org
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