Cantor: meaning, definitions and examples
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cantor
[ ˈkæntər ]
religious setting
A cantor is a person who leads the singing in a church or other religious gathering. They often perform chants or hymns and may be involved in liturgical music.
Synonyms
cantatrice, choir leader, singer.
Examples of usage
- The cantor led the congregation in worship.
- During the service, the cantor sang a beautiful hymn.
- She was appointed as the cantor for the weekly services.
- The music was enriched by the skilled cantor.
- The cantor's voice resonated throughout the chapel.
mathematics
In mathematics, Cantor refers to Georg Cantor, a mathematician known for creating set theory and the concept of different sizes of infinity.
Synonyms
Georg Cantor.
Examples of usage
- Cantor's work revolutionized the understanding of infinity.
- The Cantor set is a classic example in topology.
- Georg Cantor introduced many concepts that are foundational in modern mathematics.
- Students studied the implications of Cantor's theorem.
- Cantor's diagonal argument is a significant proof in set theory.
Translations
Translations of the word "cantor" in other languages:
🇵🇹 cantor
- cantor (певець)
- церковний співець
🇮🇳 गायक
- गायक (संगीतकार)
- संत का गायक
🇩🇪 Sänger
🇮🇩 penyanyi
🇺🇦 співак
🇵🇱 śpiewak
🇯🇵 歌手
🇫🇷 chanteur
🇪🇸 cantante
🇹🇷 şarkıcı
🇰🇷 가수
🇸🇦 مغني
🇨🇿 zpěvák
🇸🇰 spevák
🇨🇳 歌手
🇸🇮 pevka
🇮🇸 söngvari
🇰🇿 әнші
🇬🇪 შემსრულებელი
🇦🇿 sənətkar
🇲🇽 cantante
Etymology
The term 'cantor' comes from the Latin word 'cantor' meaning 'singer' or 'chantor'. It has its roots in the tradition of religious singing, particularly in Christian churches where it refers to a liturgical singer who leads the congregation in hymns. The etymology of the word can be traced back to the verb 'cantare', which means 'to sing'. The role of the cantor has evolved over time, but it remains integral to many religious services, often serving as a bridge between the clergy and the congregation. In a mathematical context, the name Cantor is derived from Georg Cantor, who was born in 1845 and died in 1918. He is best known for his groundbreaking contributions to the concept of infinity and set theory, which have had far-reaching effects on the field of mathematics.