Table of Contents

1. Groups of matrices and bilinear mappings; 2. Mapping properties; 3. Automorphic factors and multiplier systems; 4. General properties of modular forms; 5. Construction of modular forms; 6. Functions belonging to the full modular group; 7. Groups of level 2 and sums of squares; 8. Modular forms of level N; 9. Hecke operators and congruence groups; 10. Applications.

Promotional Information

This book provides an introduction to the theory of elliptic modular functions and forms.