Photon-added coherent states for exactly solvable Hamiltonians
M. Daoud
TL;DR
This paper explores photon-added coherent states related to exactly solvable Hamiltonians, specifically applying these states to P"oschl-Teller potentials, expanding the understanding of their properties and applications.
Contribution
It introduces photon-added Gazeau-Klauder and Klauder-Perelomov coherent states and applies them to P"oschl-Teller potentials, providing new insights into their structure and potential uses.
Findings
Photon-added coherent states are constructed for specific Hamiltonians.
Application to P"oschl-Teller potentials demonstrates their practical relevance.
The study enhances understanding of quantum states in exactly solvable models.
Abstract
Photon-added Gazeau-Klauder and Klauder-Perelomov coherent states are investigated. Application to P\"oschl-Teller potentials is given.
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