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Etymologie

two-parameter sheaf - Übersetzung nach russisch

MATHEMATICAL OBJECT IN SHEAF COHOMOLOGY

Flasque resolution; Flabby sheaf; Flabby resolution; Soft sheaf; Fine sheaf; Acyclic sheaf; Flasque sheaf; Flasque sheaves

two-parameter sheaf

математика

двухпараметрический пучок

formal parameter

IN COMPUTER PROGRAMMING, SPECIAL KIND OF VARIABLE THAT HOLDS DATA THAT WAS PASSED AS AN ARGUMENT TO A SUBROUTINE

Argument (computer science); Argument (programming); Parameter (programming); Formal parameter; Actual parameter; Parameters (computer science); Formal parameters; Function parameter; Argument (computing); Parameter (computer science); Parameter (computing); Output parameter; Out parameter; Return parameter; Argument (computer programming); Input parameter; Input value; Output value; Actual parameters

общая лексика

формальный параметр

параметр, указываемый в заголовке процедуры при её объявлении. При вызове процедуры ей передаются реальные (актуальные) параметры

синоним

formal argument

input parameter

IN COMPUTER PROGRAMMING, SPECIAL KIND OF VARIABLE THAT HOLDS DATA THAT WAS PASSED AS AN ARGUMENT TO A SUBROUTINE

Argument (computer science); Argument (programming); Parameter (programming); Formal parameter; Actual parameter; Parameters (computer science); Formal parameters; Function parameter; Argument (computing); Parameter (computer science); Parameter (computing); Output parameter; Out parameter; Return parameter; Argument (computer programming); Input parameter; Input value; Output value; Actual parameters

ТМО параметр, характеризующий входящий поток; интенсивность входящего потока

Definition

sheaf

(sheaves)

1.

A sheaf of papers is a number of them held or fastened together.

He took out a sheaf of papers and leafed through them.

N-COUNT: usu N of n

2.

A sheaf of corn or wheat is a number of corn or wheat plants that have been cut down and tied together.

N-COUNT

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Wikipedia

Injective sheaf

In mathematics, injective sheaves of abelian groups are used to construct the resolutions needed to define sheaf cohomology (and other derived functors, such as sheaf Ext).

There is a further group of related concepts applied to sheaves: flabby (flasque in French), fine, soft (mou in French), acyclic. In the history of the subject they were introduced before the 1957 "Tohoku paper" of Alexander Grothendieck, which showed that the abelian category notion of injective object sufficed to found the theory. The other classes of sheaves are historically older notions. The abstract framework for defining cohomology and derived functors does not need them. However, in most concrete situations, resolutions by acyclic sheaves are often easier to construct. Acyclic sheaves therefore serve for computational purposes, for example the Leray spectral sequence.

https://en.wikipedia.org/wiki/Injective sheaf

Übersetzung von &#39two-parameter sheaf&#39 in Russisch