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Geometric quantization via cotangent models
Examples of systems admitting such singularities are toric, semitoric and almost toric manifolds, as well as physical systems such as the coupling of harmonic oscillators, the spherical pendulum or the reduction of the Euler's equations of the rigid body on $T^*(SO(3))$ to a sphere.
Quantization
Symplectic Geometry
Mathematical Physics
Mathematical Physics
Constructing Turing complete Euler flows in dimension $3$
Concerning fluid flows, Moore asked in [15] if hydrodynamics is capable of performing computations.
Dynamical Systems Computational Complexity Analysis of PDEs Symplectic Geometry
