universally accessible key - traducción al ruso
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universally accessible key - traducción al ruso

COMMUTATIVE RING ADMITTING A GOOD DIMENSION FUNCTION, I.E. THAT RELATIVE DIMENSION BETWEEN TWO PRIME IDEALS IS WELL DEFINED, IN THE SENSE THAT ANY MAXIMAL STRICTLY INCREASING CHAIN OF PRIME IDEALS BETWEEN THE TWO HAS THE SAME FINITE LENGTH
Universally catenary; Universally catenary ring; Catenarian ring; Universally catenarian ring; Catenary (ring theory)

universally accessible key      
общедоступный ключ общедоступный ключ
major key         
  • ii-V<sup>7</sup>-I progression]] in C [[File:Ii-V-I turnaround in C.mid]]
TONIC NOTE AND CHORD OF A MUSICAL PIECE
Major key; Key (Music); Musical key; Major Key; Key of D; Musical keys; Key coloration; Key relationship; Musical Key; Music key; Minor-key; Minor–key; Major-key; Key of E
мажорная тональность
major key         
  • ii-V<sup>7</sup>-I progression]] in C [[File:Ii-V-I turnaround in C.mid]]
TONIC NOTE AND CHORD OF A MUSICAL PIECE
Major key; Key (Music); Musical key; Major Key; Key of D; Musical keys; Key coloration; Key relationship; Musical Key; Music key; Minor-key; Minor–key; Major-key; Key of E

общая лексика

мажорный тон

Смотрите также

primary key

Definición

Ки-Уэст
(Key West)

город на Юго-Востоке США, в штате Флорида, на о. Ки-Уэст, соединённый автодорогой (проложенной через цепь коралловых островов по мостам и дамбам) с полуостровом Флорида. 27,6 тыс. жителей (1970). Рыболовство. Зимний морской курорт.

Wikipedia

Catenary ring

In mathematics, a commutative ring R is catenary if for any pair of prime ideals p, q, any two strictly increasing chains

p = p0p1 ⊂ ... ⊂ pn = q

of prime ideals are contained in maximal strictly increasing chains from p to q of the same (finite) length. In a geometric situation, in which the dimension of an algebraic variety attached to a prime ideal will decrease as the prime ideal becomes bigger, the length of such a chain n is usually the difference in dimensions.

A ring is called universally catenary if all finitely generated algebras over it are catenary rings.

The word 'catenary' is derived from the Latin word catena, which means "chain".

There is the following chain of inclusions.

Universally catenary ringsCohen–Macaulay ringsGorenstein ringscomplete intersection ringsregular local rings
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