B. A. Rajabov

activity

20032018

S O (p, q)

Groups

1 citations · 3 across the 3 of their papers we have counts for

collaborators

4 papers

physics.gen-ph2018★ 1 cited

The contraction of the representations of the group $S O (4, 1)$ and cosmological interpretation

Bala Ali Rajabov

We consider the operation of contraction of unitary irreducible representations of the de Sitter group $S O (4, 1)$ . It is shown that a direct sum of unitary irreducible representat…

math-ph2017

The theory of representations of groups $S O_{0} (2, 1)$ and $I S O (2, 1)$ . Wigner coefficients of the group $S O_{0} (2, 1)$

Bala Ali Rajabov

This paper is devoted to the representations of the groups $S O (2, 1)$ and $I S O (2, 1)$ . Those groups have an important role in cosmology, elementary particle theory and mathematical…

math-ph2003★ 1 cited

Associated functions on $S O (p, q)$ Groups

B. A. Rajabov

Explicit expressions for associated spherical functions of $S O (p, q)$ matrix groups are obtained using a generalized hypergeometric series of two variables.

math-ph2003★ 1 cited

Zonal Functions on $S O (p, q)$ Groups

B. A. Rajabov

Explicit expressions for zonal spherical functions of $S O (p, q)$ matrix groups are obtained using a generalized hypergeometric series of two variables.

The contraction of the representations of the group SO(4,1) and cosmological interpretation

The theory of representations of groups SO0​(2,1) and ISO(2,1). Wigner coefficients of the group SO0​(2,1)

Associated functions on SO(p,q) Groups

Zonal Functions on SO(p,q) Groups

The contraction of the representations of the group $S O (4, 1)$ and cosmological interpretation

The theory of representations of groups $S O_{0} (2, 1)$ and $I S O (2, 1)$ . Wigner coefficients of the group $S O_{0} (2, 1)$

Associated functions on $S O (p, q)$ Groups

Zonal Functions on $S O (p, q)$ Groups