Numerical Experiments on Families of p-adic modular forms, by R. Coleman, G. Stevens, J. Teitelbaum

This paper has appeared in Computational perspectives on number theory (Chicago, IL, 1995), 143-158, AMS/IP Stud. Adv. Math. 7, Amer. Math. Soc., Providence, RI, 1998, and so the dvi version has been removed. In this paper we describe the results of some numerical investigations of families of non-ordinary 3-adic modular forms. Our computations are based on Coleman's work on the Gouvea-Mazur conjectures.

R. Coleman, G. Stevens, J. Teitelbaum <coleman@math.berkeley.edu, stevens@math.bu.edu, jeremy@uic.edu>