Tyll Krüger, L. D. Pustyl'nikov, Serge Troubetzkoy
Published 1994-07-22Version 1
We introduce two models, the Fermi-Ulam model in an external field and a one dimensional system of bouncing balls in an external field above a periodically oscillating plate. For both models we investigate the possibility of unbounded motion. In a special case the two models are equivalent.
A joining classification and a special case of Raghunathan's conjecture in positive characteristic (with an appendix by Kevin Wortman)
On the n-matings of polynomials
Linear dynamical systems with continuous weight functions
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