Browsing by Author "Winternitz, P."
Now showing items 1-3 of 3
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Completely integrable relativistic Hamiltonian systems and separation of variables in Hermitian hyperbolic spaces
(1983-08)The Hamilton–Jacobi and Laplace–Beltrami equations on the Hermitian hyperbolic space HH(2) are shown to allow the separation of variables in precisely 12 classes of coordinate systems. The isometry group of this ... -
Separation of variables for the Hamilton-Jacobi equation on complex projective spaces
(SIAM Publication, 1985)The additive separation of variables in the Hamilton-Jacobi equation and the multiplicative separation of variables in the Laplace-Beltrami equation are studied for the complex projective space C Pⁿ considered as a Riemannian ... -
Superintegrability in a two-dimensional space of nonconstant curvature
(American Institute of Physics, 2002-02)A Hamiltonian with two degrees of freedom is said to be superintegrable if it admits three functionally independent integrals of the motion. This property has been extensively studied in the case of two-dimensional spaces ...
