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Introduction; 1. An ’ideal’ transcendence measure W. Dale Brownawell; 2. Galois orbits on abelian varieties and zero estimates Daniel Bertrand; 3. Small solutions of congruences with prime modulus Wolfgang M. Schmidt; 4. Newton polyhedra and solutions of congruences Kamel A. Atan and J. H. Loxton; 5. On prime factors of sums of integers II C. L. Stewart and R. Tijdeman; 6. An introduction to continued fractions A. J. van der Poorten; 7. Search for the three-dimensional approximation constant G. Szekeres; 8. Inverse problems for Mahler’s measure David W. Boyd; 9. Large Newman polynomials David W. Boyd.

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