We exploit SU(N) Schwinger bosons to construct and analyze the coupled irreducible repre-sentations of SU(N) × SU(N) in terms of the invariant group. The corresponding projec-tion operators are constructed in terms of the invariant group generators. We also construct SU(N) × SU(N) irreducible Schwinger bosons which directly create these coupled irreducible states. The SU(N) Clebsch Gordan coefficients are computed as the matrix elements of the projection operators. PACS: 02.20.-a, 02.20.Sv, 03.65.-w, 31.10.+z
The boson operator theory of the representations of the unitary group, its Wigner-Clebsch-Gordan, an...
This thesis treats some aspects of the representation theory of the group SU3. After a survey of pre...
The Schwinger oscillator operator representation of SU(3), studied in a previous paper from the repr...
Considering the present situation of Lie-algebraic studies of high-temperature super-conductivity, a...
Unitary operator coherent states, as defined by Klauder (1963), Perelomov (1972) and Gilmore (1974),...
The Schwinger oscillator operator representation of SU(3) is analyzed with particular reference to t...
In the present series of papers, the coherent states of Sp(2d,R), corresponding to the positive disc...
Both non-Hermitian Dyson and Hermitian Holstein-Primakoff representations of the Sp(2d,R) algebra ar...
We build an integrity basis for the SU(2) × SU(2) scalars belonging to the enveloping algebra of SU(...
Using the generating function of SU(n) we find the conjugate state of SU(n) basis and we find in ter...
Holstein and Primakoff derived long ago the boson realization of a su(2) Lie algebra for an arbitrar...
The representation theory of the unitary groups is of fundamental significance in many areas of phys...
The concept of the Schwinger Representation of a finite or compact simple Lie group is set up as a m...
The interaction vertex for a fermionic first order system of weights (1,0) such as the twisted bc-sy...
The use of Schur function methods in the evaluation of Kronecker products of irreducible representat...
The boson operator theory of the representations of the unitary group, its Wigner-Clebsch-Gordan, an...
This thesis treats some aspects of the representation theory of the group SU3. After a survey of pre...
The Schwinger oscillator operator representation of SU(3), studied in a previous paper from the repr...
Considering the present situation of Lie-algebraic studies of high-temperature super-conductivity, a...
Unitary operator coherent states, as defined by Klauder (1963), Perelomov (1972) and Gilmore (1974),...
The Schwinger oscillator operator representation of SU(3) is analyzed with particular reference to t...
In the present series of papers, the coherent states of Sp(2d,R), corresponding to the positive disc...
Both non-Hermitian Dyson and Hermitian Holstein-Primakoff representations of the Sp(2d,R) algebra ar...
We build an integrity basis for the SU(2) × SU(2) scalars belonging to the enveloping algebra of SU(...
Using the generating function of SU(n) we find the conjugate state of SU(n) basis and we find in ter...
Holstein and Primakoff derived long ago the boson realization of a su(2) Lie algebra for an arbitrar...
The representation theory of the unitary groups is of fundamental significance in many areas of phys...
The concept of the Schwinger Representation of a finite or compact simple Lie group is set up as a m...
The interaction vertex for a fermionic first order system of weights (1,0) such as the twisted bc-sy...
The use of Schur function methods in the evaluation of Kronecker products of irreducible representat...
The boson operator theory of the representations of the unitary group, its Wigner-Clebsch-Gordan, an...
This thesis treats some aspects of the representation theory of the group SU3. After a survey of pre...
The Schwinger oscillator operator representation of SU(3), studied in a previous paper from the repr...