The paper claims a fiber-bundle extension of Dirac constraint theory, symplectic reduction, Noether's theorem, and Lax-pair integrability for partially observed Hamiltonian systems, but the supporting derivations contain major gaps and an internal contradiction.
On a general method in dynamics
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Constrained Hamiltonian Systems on Observation-Induced Fiber Bundles: Theory of Symmetry and Integrability
The paper claims a fiber-bundle extension of Dirac constraint theory, symplectic reduction, Noether's theorem, and Lax-pair integrability for partially observed Hamiltonian systems, but the supporting derivations contain major gaps and an internal contradiction.