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cantor

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cantor
‖ cantor (ˈkæntə(r)) Also 7 canter. [L. cantor singer, agent-noun f. can-ĕre to sing.] † 1. A singer. Obs.1609 Douland Ornith. Microl. 4 A Cantor, who doth..sing those things, which the Musitian..doth set downe. 1631 R. Brathwait Whimzies, Ballad-monger, 18 Stanza's, which halt and hobble as lamely ... Oxford English Dictionary
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Cantor
, in order to become an officially recognized cantor. Cantor in Christianity, an ecclesiastical officer leading liturgical music in several branches of the Christian church Protopsaltis, leader master cantor wikipedia.org
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Glenea (Stiroglenea) cantor cantor (Fabricius, 1787)
Glenea (Stiroglenea) cantor cantor (Fabricius, 1787) Fig. 52 View Figure 52 Lamia cantor Fabricius, 1787: 142. TL: China; TD: ZMUC Distribution. publication.plazi.org
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cantor
cantor/ˈkæntɔ:(r); `kæntɔr/ nleader of the singing in a church or synagogue （教堂或犹太教会堂唱诗班的）领唱者. 牛津英汉双解词典
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Cantor Set | Brilliant Math & Science Wiki
There is an alternate characterization that will be useful to prove some properties of the Cantor set: \(\mathcal{C}\) consists precisely of the real numbers in \([0,1]\) whose base-3 expansions only contain the digits 0 and 2.. Base-3 expansions, also called ternary expansions, represent decimal numbers on using the digits \(0,1,2\).
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Cantor set - Wikipedia
In mathematics, the Cantor set is a set of points lying on a single line segment that has a number of unintuitive properties. It was discovered in 1874 by Henry John Stephen Smith and introduced by German mathematician Georg Cantor in 1883.. Through consideration of this set, Cantor and others helped lay the foundations of modern point-set topology.The most common construction is the Cantor ...
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Glenea (Stiroglenea) cantor cantor (Fabricius, 1787)
Glenea (Stiroglenea) cantor cantor (Fabricius, 1787) Fig. 52 View Figure 52 Lamia cantor Fabricius, 1787: 142. TL: China; TD: ZMUC Distribution.
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David Cantor (@davidgomesbr) | Twitter
The latest Tweets from David Cantor (@davidgomesbr). Brazilian Singer!
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Oreocryptophis porphyraceus (Cantor, 1839) - GBIF
Infraestructura Mundial de Informacion en Biodiversidad. Acceso Libre y Abierto a Datos de Biodiversidad.
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Interval Trees and Generalized Cantor Sets - ResearchGate
摘要: n个顶点的树的集合记为Tn. 连通图G的Wiener指标等于图G中任意两点的距离和. 本文考虑Tn 中树的按Wie2 ner指标排序的问题.
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康托展开 (Cantor expansion) - Brown_Sugar - 洛谷博客
逆康托展开. 因为排列的排名和排列是一一对应的，所以康托展开满足双射关系，是可逆的。可以通过类似上面的过程倒推回来。 如果我们知道一个排列的排名，就可以推出这个排列。 举个例子：求 $5$ 的全排列中排名第 $46$ 位的排列。
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Oreocryptophis porphyraceus (Cantor, 1839) - GBIF
Global Biodiversity Information Facility. Acesso Livre e Aberto a Dados de Biodiversidade.
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Oligodon albocinctus (Cantor, 1839) - GBIF
المرفق العالمي لمعلومات التنوع الحيوي، بيانات التنوع الحيوي متاحة للجميع مجاناً.
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Oligodon albocinctus (Cantor, 1839) - GBIF
Глобальна інформаційна система з біорізноманіття. Вільний та відкритий доступ до даних з біорізноманіття.
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Pareas monticola (Cantor, 1839) - GBIF
Global Biodiversity Information Facility. Free and Open Access to Biodiversity Data.
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