Nonlinear quantum physics of oscillators
Quantum oscillator is an elementary physical system simultanously exibiting both continuous wave and discrete particle features.
Moreover, quantum oscillator can simultaneously exhibit
both nonlinear and complex phenomena capable of producing many
Quantum optics, quantum optomechanics, quantum cavity/circuit electrodynamics and physics of trapped atoms/ions are
Quantum oscillators have an increasing number of applications
in science and technology beyond the framework of classical physics. For example,
For linear oscillators nonlinear measures quantifying applications introduce nonlinear effects. Nonlinear dynamics can however do much more.
Currently, first highly nonlinear operations with oscillators can go beyond a limiting border of quadratic nonlinearities in nonlinear optics.
Quantum optics also increases complexity using optical/mechanical oscillator arrays and alrge number of atoms.
Majority of high-order nonlinearities and complex nonlinear phenomena are still undiscovered in quantum oscillators.Interaction of many nonlinear quantum oscillators is a challenge in theory and experiment, but also a current chance for science and technology.
Our way to understand, engineer and explore nonlinear quantum Nature is based on
(i) understanding of reality in labs
(ii) inventive theory for broad audience
(iii) illustrative and feasible proposals of experiments
(iv) well-defined applications proving what makes sense
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Noise and coherence of oscillators
Nonclassical effects of nonlinear oscillators
Nonlinear measurement and quantum-to-classical transition
Nonlinear operations with oscillators (optical, electrical, atomic, solid-state, matter-wave, mechanical oscillators)
Quantum communication between nonlinear systems
Analog quantum simulators of nonlinear phenomena
Nonlinear mechanical machines
Nonlinear stochastic and quantum thermodynamics
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