Hamid Mohaddes
PhD Student,
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Teaching Summary
advanced university subjects such as General Relativity, Particle Physics, Complex Analysis, and Real Analysis.
Research Summary
I work on phase-space methods in quantum mechanics, studying Stratonovich-Weyl kernels and quasiprobability distributions for spin and non-compact group systems. My approach is based on coherent… read more
Current Research
I work on phase-space methods in quantum mechanics, studying Stratonovich-Weyl kernels and quasiprobability distributions for spin and non-compact group systems. My approach is based on coherent states, symmetry, and geometric structures, aiming to construct broad families of Wigner-type representations beyond standard formulations.
Past Research
My past research explored the canonical and quantum formulation of the Oppenheimer-Snyder gravitational collapse model, extending it beyond the marginal case and constructing a consistent non-marginal quantization. I investigated how different observer frames (comoving vs stationary) can be treated canonically and demonstrated conditions under which quantum corrections induce a bounce that replaces the classical singularity.