Teleportation of Qubits in a Kicked Nonlinear Cavity with Ultra-short Pulses via Quantum Noisy Channels

In this paper, we delve into the profound ramifications of noise on qubit teleportation between the esteemed figures of Alice and Bob, ruthlessly quantifying the negativity and distance of the transmitted information. Through the invocation of an audacious modification to the Hamiltonian of the Jaynes–Cummings model, incorporating the ferocious power of a kicked cavity and ultra-short laser pulses, we unleash a tempest that unrelentingly shapes the entanglement and quality of the teleported information. Moreover, we fearlessly venture into the treacherous territory of noisy channels, including the formidable adversaries of phase flip and double phase flip channels, as they mercilessly assail the teleported state, engendered by the tumultuous interaction within the unforgiving depths of the kicked cavity, only to be met with our resolute projection.