two-component spinor - traducción al ruso
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two-component spinor - traducción al ruso

SPINOR ANNIHILATED BY A MAXIMAL ISOTROPIC SUBSPACE OF GAMMA MATRICES
Projective pure spinor; Simple spinor

two-component spinor      

математика

двухкомпонентный спинор

pure spinor         

математика

чистый спинор

spinor         
  • A more extreme example demonstrating that this works with any number of strings. In the limit, a piece of solid continuous space can rotate in place like this without tearing or intersecting itself
  • An object attached to belts or strings can spin continuously without becoming tangled. Notice that after the cube completes a 360° rotation, the spiral is reversed from its initial configuration. The belts return to their original configuration after spinning a full 720°.
  • The spin representation Δ is a vector space equipped with a representation of the spin group that does not factor through a representation of the (special) orthogonal group. The vertical arrows depict a [[short exact sequence]].
NON-TENSORIAL REPRESENTATION OF THE SPIN GROUP; REPRESENTS FERMIONS IN PHYSICS
Majorana-Weyl spinor; Weyl-Majorana spinor; Spinors; Majorana field; Chiral fermion; Spinorial; Spin vector; Majorana–Weyl spinor; Weyl–Majorana spinor; Majorana–Weyl fermion; Chiral fermions; Majorana-Weyl fermion

['spainɔ:]

общая лексика

спинор

спинорный

существительное

физика

спинор

Definición

component architecture
<programming> A notion in object-oriented programming where "components" of a program are completely generic. Instead of having a specialised set of methods and fields they have generic methods through which the component can advertise the functionality it supports to the system into which it is loaded. This enables completely dynamic loading of objects. JavaBeans is an example of a component architecture. See also design pattern. (1997-11-20)

Wikipedia

Pure spinor

In the domain of mathematics known as representation theory, pure spinors (or simple spinors) are spinors that are annihilated under the Clifford action by a maximal isotropic subspace of the space V {\displaystyle V} of vectors with respect to the scalar product determining the Clifford algebra. They were introduced by Élie Cartan in the 1930s to classify complex structures. Pure spinors were a key ingredient in the study of spin geometry and twistor theory, introduced by Roger Penrose in the 1960s.

¿Cómo se dice two-component spinor en Ruso? Traducción de &#39two-component spinor&#39 al Ruso