This volume contains selected contributions from a very successful meeting on Number Theory and Dynamical Systems held at the University of York in 1987.
This volume contains selected contributions from a very successful meeting on Number Theory and Dynamical Systems held at the University of York in 1987.
1. Non-degeneracy in the perturbation theory of integrable dynamical systems Helmut Riissmann; 2. Infinite dimensional inverse function theorems and small divisors J. A. G. Vickers; 3. Metric Diophantine approximation of quadratic forms S. J. Patterson; 4. Symbolic dynamics and Diophantine equations Caroline Series; 5. On badly approximable numbers, Schmidt games and bounded orbits of flows S. G. Dani; 6. Estimates for Fourier coefficients of cusp forms S. Raghavan and R. Weissauer; 7. The integral geometry of fractals K. J. Falconer; 8. Geometry of algebraic continued fractals J. Harrison; 9. Chaos implies confusion Michel Mendes France; 10. The Riemann hypothesis and the Hamiltonian of a quantum mechanical system J. V. Armitage.
1. Non-degeneracy in the perturbation theory of integrable dynamical systems Helmut Riissmann; 2. Infinite dimensional inverse function theorems and small divisors J. A. G. Vickers; 3. Metric Diophantine approximation of quadratic forms S. J. Patterson; 4. Symbolic dynamics and Diophantine equations Caroline Series; 5. On badly approximable numbers, Schmidt games and bounded orbits of flows S. G. Dani; 6. Estimates for Fourier coefficients of cusp forms S. Raghavan and R. Weissauer; 7. The integral geometry of fractals K. J. Falconer; 8. Geometry of algebraic continued fractals J. Harrison; 9. Chaos implies confusion Michel Mendes France; 10. The Riemann hypothesis and the Hamiltonian of a quantum mechanical system J. V. Armitage.
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