Preface 1. The origins 2. Linear forms in logarithms 3. Lower bounds for linear forms 4. Diophantine equations 5. Class numbers of imaginary quadratic fields 6. Elliptic functions 7. Rational approximations to algebraic numbers 8. Mahler's classification 9. Metrical theory 10. The exponential function 11. The Siegel-Shidlovsky theorems 12. Algebraic independence Bibliography Original papers Further publications New developments Index.
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