- Conference date: 15-17 April 2004
- Location: Ankara (Turkey)
The finite group invariance of the E ⊗ β and Jaynes‐Cummings models are studied. A method is presented to obtain finite group invariance of the E ⊗ β system.A suitable transformation of a Jaynes‐Cummings Hamiltonian leads to equivalence of E ⊗ β system. Then a general method is applied to obtain the solution of Jaynes‐Cummings Hamiltonian with Kerr nonlinearity. Number operator for this structure and the generators of su(2) algebra are used to find the eigenvalues of the Jaynes‐Cummings Hamiltonian for different states. By using the invariance of number operator the solution of modified Jaynes‐Cummings Hamiltonian is also discussed.
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