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- etymologie
smooth homotopy - vertaling naar russisch
UNIVERSAL BUNDLE DEFINED ON A CLASSIFYING SPACE
Homotopy quotient; Homotopy orbit space
smooth homotopy
математика
гладкая гомотопия
smooth muscle cell
![A series of axon-like swellings, called [[varicosities]] from autonomic neurons, loosely form motor units through the smooth muscle.](https://commons.wikimedia.org/wiki/Special:FilePath/1029 Smooth Muscle Motor Units.jpg?width=200 "A series of axon-like swellings, called [[varicosities]] from autonomic neurons, loosely form motor units through the smooth muscle.")
INVOLUNTARY NON-STRIATED MUSCLE
Smooth muscles; Smooth muscle cells; Smooth muscle cell; Muscle, smooth; Myocytes, smooth muscle; Visceral muscles; Single-unit smooth muscle; Non-striated muscle; Unstriped muscle; Leiomyocyte; Single-unit; Smooth muscle fiber; Smooth muscle fibers; Smooth-muscle; Textus muscularis levis; Textus muscularis nonstriatus; Smooth Muscles; Visceral muscle; Smooth muscle tissue; Involuntary smooth muscle; Multiunit smooth muscle
медицина
гладкий миоцит
unstriped muscle
INVOLUNTARY NON-STRIATED MUSCLE
Smooth muscles; Smooth muscle cells; Smooth muscle cell; Muscle, smooth; Myocytes, smooth muscle; Visceral muscles; Single-unit smooth muscle; Non-striated muscle; Unstriped muscle; Leiomyocyte; Single-unit; Smooth muscle fiber; Smooth muscle fibers; Smooth-muscle; Textus muscularis levis; Textus muscularis nonstriatus; Smooth Muscles; Visceral muscle; Smooth muscle tissue; Involuntary smooth muscle; Multiunit smooth muscle
[анат.] гладкая мышца
Definitie
smooth muscle
¦ noun Physiology muscle tissue in which the contractile fibrils are not highly ordered, occurring in the gut and other internal organs and not under voluntary control. Often contrasted with striated muscle.
Wikipedia
Universal bundle
In mathematics, the universal bundle in the theory of fiber bundles with structure group a given topological group G, is a specific bundle over a classifying space BG, such that every bundle with the given structure group G over M is a pullback by means of a continuous map M → BG.
