Rabi oscillations are commonly known as the oscillations in time of the occupation probability of a quantum two-level system under the action of a coupling interaction between the two-levels.
Nevertheless, I think that Rabi oscillations do not really probe quantum light-matter effects until discrete Rabi frequencies are observed, as was done e.g. in
M. Brune, F. Schmidt-Kaler, A. Maali, J. Dreyer, E. Hagley, J.-M. Raimond & S. Haroche. Quantum Rabi Oscillation: A Direct Test of Field Quantization in a Cavity. Physical Review Letters 76 1800–1803 (1996). (free to read article)
So my question follows: Are Rabi oscillations a probe of the quantum-ness or not? (by quantum-ness I here mean a kind of particle-wave duality) In particular: are similar effects observable between two oscillating modes? To understand a bit more this last question, it is clear that the discreteness of the Rabi frequencies are a probe of the particle-wave duality. So the question can be recast as: What if I forget the two-levels system? For instance, what happens if I replace the two-levels system with a quantum harmonic oscillator, and then take the classical limit for this oscillator?