## A New Connonical Form of the Elliptic Integral... |

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A New Connonical Form of the Elliptic Integral... ... - Primary Source Edition Bessie Irving Miller No preview available - 2014 |

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Bianchi branch points canonical form cones corresponding points cyclic degenerate curves determined discussed double flex tangents double points double roots—the values doubly covered elements of period elliptic curve elliptic integral elliptic modular function elliptic norm curve factor group family of Q^'s fixed line fixed plane fixed points four flex lines four points four-group genus given giving the branch Goucher College Hence icosahedral form intersection involutory collineations isomorphic Klein line pair locus Mathematische Annalen modular equation modular group modulus notation obtained octahedral sextic opposite plane osculant parameter parametric expression pentahedra permuted points of Qi polar projection rational curves reference triangle Riemann surface sextic 32 six quadrilaterals six skew quadrilaterals skew line substitutions surface 19 syzygy tetrahedral three-dimensional SPACE transvectants Uber unaltered uniform function vertex and opposite vertices vide Vorlesungen iiber zi z2