A novel generalization of Clifford's classical point-circle configuration. Geometric interpretation of the quaternionic discrete Schwarzian KP equation

B.G. Konopelchenko; W.K. Schief

arxiv: 0810.5668 · v2 · submitted 2008-10-31 · 🌊 nlin.SI · math.DG

A novel generalization of Clifford's classical point-circle configuration. Geometric interpretation of the quaternionic discrete Schwarzian KP equation

W.K. Schief , B.G. Konopelchenko This is my paper

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keywords classicalcliffordconfigurationdiscreteequationgeneralizationgeometricnovel

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The algebraic and geometric properties of a novel generalization of Clifford's classical C4 point-circle configuration are analysed. A connection with the integrable quaternionic discrete Schwarzian Kadomtsev-Petviashvili equation is revealed.

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A novel generalization of Clifford's classical point-circle configuration. Geometric interpretation of the quaternionic discrete Schwarzian KP equation

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