1 University Politehnica Timisoara, Department of Physical Foundations of Engineering, Bd. V. Parvan No.2, 300223 Timisoara, Romania 2 Member of Serbian Academy of Nonlinear Sciences (SANS), Belgrade, Serbia
In the paper we developed a procedure for constructing generalized coherent states with shifted argument, as a result of the action of the generalized displacement operator. This was based on the action of a pair of nonlinear ladder operators, which generate nonlinear coherent states. To examine the properties of coherent states with shifted argument, the rules of the diagonal operator ordering technique (DOOT) were used. The results obtained were verified for a series of particular cases, obtaining expressions consistent with those in the literature. The expressions obtained will be, among others, useful in quantum optics, e.g. for calculating the Wigner operator in the representation of coherent states.
POPOV,D . (2026). Generalized coherent states with shifted (displaced) arguments. Transactions in Theoretical and Mathematical Physics, (), 133-155. doi: 10.30511/ttmp.2026.2095670.1087
MLA
POPOV,D . "Generalized coherent states with shifted (displaced) arguments", Transactions in Theoretical and Mathematical Physics, , , 2026, 133-155. doi: 10.30511/ttmp.2026.2095670.1087
HARVARD
POPOV D. (2026). 'Generalized coherent states with shifted (displaced) arguments', Transactions in Theoretical and Mathematical Physics, (), pp. 133-155. doi: 10.30511/ttmp.2026.2095670.1087
CHICAGO
D POPOV, "Generalized coherent states with shifted (displaced) arguments," Transactions in Theoretical and Mathematical Physics, (2026): 133-155, doi: 10.30511/ttmp.2026.2095670.1087
VANCOUVER
POPOV D. Generalized coherent states with shifted (displaced) arguments. TTMP. 2026;():133-155. doi: 10.30511/ttmp.2026.2095670.1087
