| | Citebase - Deconstructing Functions on Quadratic Surfaces into Multipoles (Site not responding. Last check: 2007-10-21) |
 | | In this paper we consider similar multipole representations of polynomial and analytic functions on other quadratic surfaces Q(x, y, z) = c, real and complex. |
 | | We study their intricate geometry and topology using methods of algebraic geometry and singularity theory. |
 | | The multipole spaces are ramified over vector or projective spaces, and the compliments to the ramification sets give rise to a rich family of K(π, 1)-spaces, where π runs over a variety of modified braid groups. |
| citebase.eprints.org /cgi-bin/citations?id=oai:arXiv.org:math/0508124 (265 words) |