disk compressing - vertaling naar Engels
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disk compressing - vertaling naar Engels

Compressing disk
  • Compressing a surface ''S'' along a disk ''D'' results in a surface S', which is obtained by removing the annulus boundary of ''N(D)'' from ''S'' and adding in the two disk boundaries of ''N(D)''.
  • irreducible]].

disk compressing      

общая лексика

сжатие [уплотнение] диска

диск, при записи на который данные предварительно сжимаются

синоним

disk compression

scanning disk         
IMAGE SCANNING DEVICE
Nipkow disc; Nipkov disk; Nipkov disc; Nipkow scanning disk; Nipkov scanning disk; Nipkov scanning disc; Nipkow scanning disc; Scanning disk

общая лексика

развертывающий диск

Nipkow disk         
IMAGE SCANNING DEVICE
Nipkow disc; Nipkov disk; Nipkov disc; Nipkow scanning disk; Nipkov scanning disk; Nipkov scanning disc; Nipkow scanning disc; Scanning disk

фотография

диск Нипкова

Definitie

ДИСК
1. То же, что пластинка (во 2 знач.).
Модные диски.
2. предмет в виде плоского круга.
Д. для метания (спортивный снаряд). Д. автомата (магазин, вмещающий патроны). Магнитный д. в Эвм. Д. луны (ее видимая сторона).

Wikipedia

Incompressible surface

In mathematics, an incompressible surface is a surface properly embedded in a 3-manifold, which, in intuitive terms, is a "nontrivial" surface that cannot be simplified. In non-mathematical terms, the surface of a suitcase is compressible, because we could cut the handle and shrink it into the surface. But a Conway sphere (a sphere with four holes) is incompressible, because there are essential parts of a knot or link both inside and out, so there is no way to move the entire knot or link to one side of the punctured sphere. The mathematical definition is as follows. There are two cases to consider. A sphere is incompressible if both inside and outside the sphere there are some obstructions that prevent the sphere from shrinking to a point and also prevent the sphere from expanding to encompass all of space. A surface other than a sphere is incompressible if any disk with its boundary on the surface spans a disk in the surface.

Incompressible surfaces are used for decomposition of Haken manifolds, in normal surface theory, and in the study of the fundamental groups of 3-manifolds.

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