Results 81 to 90 of about 1,593,546 (194)

A Cartan-Dieudonné tétel

, 2013
Szakdolgozatom témájául a Cartan-Dieudonné tételt választottam, amely az izometriák és tükrözések kapcsolatával foglalkozik.
Géczi, Marianna
core  

The Cartan matrix as an indicator of finite global dimension for Artinian rings

, 1985
A left serial ring has finite global dimension if and only if its Cartan matrix has determinant equal to 1.
E. R. Voss, K. R. Fuller, B. Zimmermann-Huisgen, W. D. Burgess   +3 more
core   +1 more source

Operational Causality Without Definite Order: Certifying Indefinite Causal Structure via a Causal Inequality and Causal Witness

Quantum Reports
Quantum processes with indefinite causal order challenge the classical assumption that operations must occur in a single fixed temporal sequence. The quantum switch provides a concrete setting in which two operation orders, A≺B and B≺A, are coherently ...
Horace T. Crogman
doaj   +1 more source

The Cartan Matrix of a Brauer Configuration Algebra

, 2018
14 pages, 3 ...
openaire   +2 more sources

On the dimension of Lie algebras of infinitesimal affine transformations of direct products of more than two spaces of affine connection of the first type

Дифференциальная геометрия многообразий фигур
The theory of motions in generalized spaces is one of the directions in modern differential geometry. Such scientists as E. Cartan, P. K. Rashev­sky, P. A. Shirokov, I. P. Egorov, A.Ya. Sultanov and other scientists were engaged in the study of movements
Glebova M. V. , Sultanov A.Ya.
doaj   +1 more source

On the maximal dimension of Lie algebras of infinitesimal affine transformations of direct products of more than two spaces of affine connection of the first type

Дифференциальная геометрия многообразий фигур
In modern differential geometry, one of the main problems of the geo­metry of a space with a differential-geometric structure is the study of the group of affine transformations (automorphisms) of this space.
M. V. Glebova, G. A. Sultanova
doaj   +1 more source

The self-coupled Einstein-Cartan-Dirac equations in terms of Dirac bilinears

, 2019
In this article we present the algebraic rearrangement, or matrix inversion of the Dirac equation in a curved Riemann–Cartan spacetime with torsion; the presence of non-vanishing torsion is implied by the intrinsic spin-1/2 of the Dirac field.
Shaun Inglis (14739937), Peter Jarvis (14740186)   +1 more
core  

DIVIDED POWER (CO)HOMOLOGY. PRESENTATIONS OF SIMPLE FINITE DIMENSIONAL MODULAR LIE SUPERALGEBRAS WITH CARTAN MATRIX

, 2010
For modular Lie superalgebras, new notions are introduced: Divided power homology and divided power cohomology. For illustration, we explicitly give presentations (in terms of analogs of Chevalley generators) of finite dimensional Lie (super) algebras ...
Grozman, Pavel, Bouarroudj, Sofiane, Leites, Dimitry,, Lebedev, Alexei   +3 more
core  

-quantized Cartan matrix and R-matrices for cuspidal modules over quiver Hecke algebras

As every simple module of a quiver Hecke algebra appears as the image of the R-matrix defined on the convolution product of certain cuspidal modules, knowing the ℤ-invariants of the R-matrices between cuspidal modules is quite significant. In this paper,
Kashiwara, Masaki, Oh, Se-jin
core   +1 more source

Clebsch-Gordan series, the inverse of a Cartan matrix and $η$-invariants

, 2011
in ...
openaire   +2 more sources