Turkish Journal of Physics
Coproduct of SU_{q} (2), Coherent States and Four Point Function with Logarithmic Regge Trajectories
Abstract
The representation of the operators belonging to a 2 \times 2 SU_q (2) matrix yield a Hilbert space H. The coproducts of these operators define a Hilbert space H^{(2)} isomorphic to H and canonically embedded in H \otimes H. The four-point function obtained by taking the scalar product of the ground state of H^{(2)} with the coherent states in H \otimes H is uniquely defined, is meromorphic and has Regge behaviour.
DOI
-
Keywords
Dual amplitudes, Quantum groups, Regge behaviour, Hopf algebras, Coherent states.
First Page
393
Last Page
398
Recommended Citation
ARIK, M. and PEKER-DOBIE, AYŞE (2001) "Coproduct of SU_{q} (2), Coherent States and Four Point Function with Logarithmic Regge Trajectories," Turkish Journal of Physics: Vol. 25: No. 5, Article 1. Available at: https://journals.tubitak.gov.tr/physics/vol25/iss5/1
