An invariant characterization of the rotationally symmetric R-separable webs for the Laplace equation in Euclidean space is given in terms of invariants and covariants of a real binary quartic canonically associated with the characteristic conformal Killing tensor which defines the webs
Chanachowicz, M., Chanu, C., Mclenaghan, R. (2008). Invariant classification of the rotationally symmetric R-separable webs for the Laplace equation in Euclidean space. JOURNAL OF MATHEMATICAL PHYSICS, 49(1) [10.1063/1.2834921].
Invariant classification of the rotationally symmetric R-separable webs for the Laplace equation in Euclidean space
Chanu, CM;
2008
Abstract
An invariant characterization of the rotationally symmetric R-separable webs for the Laplace equation in Euclidean space is given in terms of invariants and covariants of a real binary quartic canonically associated with the characteristic conformal Killing tensor which defines the webs
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