Cantor Definition and 3 Discussions

A cantor or chanter is a person who leads people in singing or sometimes in prayer. In formal Christian worship, a cantor is a person who sings solo verses or passages to which the choir or congregation responds.
In Judaism, a cantor is one who sings and leads people in prayer in a Jewish religious service and may be called hazzan. A cantor in Reform and Conservative Judaism is an ordained clergyperson, similar to that of an ordained rabbi, if the cantor has gone through seminary training or been certified as a "Cantor" from an endorsed seminary.
"Cantor" is used as a translation of equivalent terms in other languages, such as for the leader of singing on a traditional Kerala snake boat, a Chundan Vallam. A similar term is precentor, defined as a leader of the singing of a choir or congregation.
Cantor is a Coptic word (language that very similar to Greek) which if translated to English means teacher.
More specific types of cantor include:

Cantor in Christianity, an ecclesiastical officer leading liturgical music in several branches of the Christian church
Protopsaltis, leader master cantor of the right choir (Orthodox Church)
Lampadarios, leader of the left choir (Orthodox Church)
Domestikos, leader assistant to the Protopsaltis of the right choir and/or to the Lampdarios of the left choir (Orthodox Church)
Hazzan in Judaism, a singer and/or musician. Orthodox Judaism only allows men to be cantors, while the other branches allow women. Reform Judaism and Orthodox Judaism ordain cantors from seminaries. Ordained cantors serve as clergy in their congregations and perform all ministerial rites as rabbis.
An ordained Muezzin, who calls the Adhan in Islam for prayer, that serves as clergy in their congregations and perform all ministerial rites as imams.

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  1. Cantor080

    I Was there any need or utility or aim, for Cantor's theory?

    Was there any need or utility or aim, for which Cantor created his theory? Did Cantor's theory clear any of the problems which existed before? (Though my user name is Cantor, I don't know lot about him or his theory :biggrin:) Reddit...
  2. Wendel

    I Bernstein-Schröder Theorem

    The theorem: Let ##X##, ##Y## be sets. If there exist injections ##X \to Y## and ##Y \to X##, then ##X## and ##Y## are equivalent sets. Proof: Let ##f : X \rightarrow Y## and ##g : Y \rightarrow X## be injections. Each point ##x \in g(Y)⊆X## has a unique preimage ##y\in Y## under g; no ##x \in...
  3. AlexDB9

    B Speed of light, rapidity of light and Cantor's infinities

    The natural expression of speed in relativity (and thus the true meaning of speed) is through the concept of rapidity, which comes from incorporating the gamma factor. It turns out that the rapidity of light is infinite. So the question of whether there can be speeds greater than light becomes...