Equivalent integrable metrics on the sphere with quartic invariants

HIGHLIGHTS

• who: Mathematics Subject Classification et al. from the StPetersburg State University, Russia have published the research: Equivalent Integrable Metrics on the Sphere with Quartic Invariants, in the Journal: (JOURNAL)
• what: The authors aim to construct and classify other non-point canonical transformations relating to two polynomials of the second order in momenta (1.1).

SUMMARY

In the study of metric spaces, there are various notions of two metrics on the same underlying space Q being "the same", or equivalent. Well-known examples of such canonical transformations are point transformations and non . . .

 



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