A generalization of Bakerʼs quadratic formulae for hyperelliptic ℘-functions

Author:

Athorne Chris

Publisher

Elsevier BV

Subject

General Physics and Astronomy

Reference13 articles.

1. Identities for hyperelliptic ℘-functions of genus one, two and three in covariant form

2. Abelian Functions. Abelʼs Theorem and the Allied Theory of Theta Functions;Baker,1995

3. Some hyperelliptic function identities that occur in the chiral Potts model

4. Hyperelliptic Kleinian functions and applications;Buchstaber,1997

5. Elliptical billiards and hyperelliptic functions

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1. Gauß–Manin from scratch: theme, variations and fantasia;Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences;2022-06

2. Equivariance in the theory of higher genus ℘-functions;AIP Conference Proceedings;2019

3. Generalised elliptic functions;Central European Journal of Mathematics;2012-06-21

4. On the equivariant algebraic Jacobian for curves of genus two;Journal of Geometry and Physics;2012-04

5. Abelian functions associated with genus three algebraic curves;LMS Journal of Computation and Mathematics;2011-11-01

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