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- W2071487126 abstract "An isochronous system is introduced by modifying the Nth ODE of the stationary Burgers hierarchy, and then, by investigating its behaviour near its equilibria, neat Diophantine relations are identified, involving (well-known) polynomials of arbitrary degree having integer zeros, or equivalently matrices the determinants of which yield such polynomials. The basic idea to arrive at such relations is not new, but the specific application reported in this paper is new, and it is likely to open the way to several analogous new findings." @default.
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- W2071487126 date "2009-11-04" @default.
- W2071487126 modified "2023-09-27" @default.
- W2071487126 title "Integrability, analyticity, isochrony, equilibria, small oscillations, and Diophantine relations: results from the stationary Burgers hierarchy" @default.
- W2071487126 cites W2025946518 @default.
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- W2071487126 doi "https://doi.org/10.1088/1751-8113/42/47/475202" @default.
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