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Qué (quién) es normal variety - definición
ALGEBRAIC VARIETY OR SCHEME THAT MEETS CERTAIN CONDITIONS
Normal algebraic variety; Normal variety; Normalization of an algebraic variety; Normal schemes
Normal scheme
In algebraic geometry, an algebraic variety or scheme X is normal if it is normal at every point, meaning that the local ring at the point is an integrally closed domain. An affine variety X (understood to be irreducible) is normal if and only if the ring O(X) of regular functions on X is an integrally closed domain.
Variety (radio)
RADIO FORMAT; SCOPE OF GENRES OF VOCAL OR DANCE MUSIC DEDICATED TO ENTERTAINMENT
Variety (radio format); Variety (US Radio); Variety (US radio); Variety (format); Variety format; Variety radio
Variety is a radio format that plays music across numerous genres. Freeform variety is associated with a wide range of programming including talk, sports, and music from a wide spectrum.
Variety show
 8.jpg?width=200 "Singers perform on the Chinese variety TV show ''Happy Camp''.")
![famous acts have performed]] over the century.](https://commons.wikimedia.org/wiki/Special:FilePath/London 2745.JPG?width=200 "famous acts have performed]] over the century.")
TELEVISION GENRE CHARACTERIZED BY A SERIES OF SPECIALTY ACTS SUCH AS MUSIC, DANCE, COMEDY, MAGIC, ACROBATICS AND VENTRILOQUISM
Variety television; Variety shows; Variety programs; Variety theatre; Variety Show; Variety entertainment; History of variety shows; Variety program; Variety arts; Variety act; Variety performance; Variety television show; Variety series; Variety (genre)
·add. ·- A stage entertainment of successive separate performances, usually songs, dances, acrobatic feats, dramatic sketches, exhibitions of trained animals, or any specialties. Often loosely called vaudeville show.
Wikipedia
Normal scheme
In algebraic geometry, an algebraic variety or scheme X is normal if it is normal at every point, meaning that the local ring at the point is an integrally closed domain. An affine variety X (understood to be irreducible) is normal if and only if the ring O(X) of regular functions on X is an integrally closed domain. A variety X over a field is normal if and only if every finite birational morphism from any variety Y to X is an isomorphism.
Normal varieties were introduced by Zariski (1939, section III).
