**SU(3) Squeezing: quantum and semiclassical perspectives** - Hubert de Guise

Squeezing is well understood for harmonic oscillator and spin systems as resulting from ``non-classicalâ€™â€™ correlations between basis states in the Hilbert space. In this talk I will introduce a definition of squeezing for SU(3) systems, illustrate how it can be understood geometrically as a generalization of the known definition, and contrast some properties of squeezing obtained from a suitable initial coherent state using the fully quantum and a semiclassical evolution generated by a Hamiltonian non-linear in the generators of the su(3) algebra.
This is collaborative work with H. Tavakoli Dinani and A. Klimov.