dai capelli bianchi - определение. Что такое dai capelli bianchi
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Что (кто) такое dai capelli bianchi - определение

LISTS ALL REAL 3-DIMENSIONAL LIE ALGEBRAS
Bianchi type; Bianchi models
  • '''Figure 1.''' The parameter space as a 3-plane (class A) and an orthogonal half 3-plane (class B) in ''R''<sup>4</sup> with coordinates (''n''<sup>(1)</sup>, ''n''<sup>(2)</sup>, ''n''<sup>(3)</sup>, ''a''), showing the canonical representatives of each Bianchi type.
  • '''Figure 2.''' The triad ''e''<sup>(''a'')</sup> (''e''<sup>(1)</sup>, ''e''<sup>(2)</sup>, ''e''<sup>(3)</sup>) is an [[affine coordinate system]] (including as a special case Cartesian coordinate system) whose coordinates are functions of the curvilinear coordinates x<sub>α</sub> (x<sub>1</sub>, x<sub>2</sub>, x<sub>3</sub>).

Diana W. Bianchi         
AMERICAN MEDICAL GENETICIST AND NEONATOLOGIST
Wikipedia talk:Articles for creation/Diana W. Bianchi (medical geneticist); Diana W. Bianchi (geneticist); Diana Bianchi
Diana W. Bianchi is an American medical geneticist and neonatologist noted for her research on fetal cell microchimerism and prenatal testing.
Francesco Bianchi (painter)         
ITALIAN PAINTER (1447-1510)
Francesco Bianchi Ferrari; Francesco Bianchi Ferrara; Bianchi Ferrari
Francesco Bianchi (1447 – 8 February 1510) was an Italian painter of the Renaissance period. He is also known as Francesco del Bianchi Ferrara and Il Frare.
Francesco Bianchi (composer)         
  • Francesco Bianchi
ITALIAN COMPOSER (1752-1810)
Francesco Bianchi (musician)
Giuseppe Francesco Bianchi (1752 – 27 November 1810) was an Italian opera composer. Born in Cremona, Lombardy, he studied with Pasquale Cafaro and Niccolò Jommelli, and worked mainly in London, Paris and in all the major Italian operatic centers of Venice, Naples, Rome, Milan, Turin, Florence.

Википедия

Bianchi classification

In mathematics, the Bianchi classification provides a list of all real 3-dimensional Lie algebras (up to isomorphism). The classification contains 11 classes, 9 of which contain a single Lie algebra and two of which contain a continuum-sized family of Lie algebras. (Sometimes two of the groups are included in the infinite families, giving 9 instead of 11 classes.) The classification is important in geometry and physics, because the associated Lie groups serve as symmetry groups of 3-dimensional Riemannian manifolds. It is named for Luigi Bianchi, who worked it out in 1898.

The term "Bianchi classification" is also used for similar classifications in other dimensions and for classifications of complex Lie algebras.