Login

Köhler, Günter

Eta Products and Theta Series Identities

Köhler, Günter - Eta Products and Theta Series Identities, ebook

137,20€

Ebook, PDF with Adobe DRM
ISBN: 9783642161520
DRM Restrictions

PrintingNot allowed
Copy to clipboardNot allowed

Table of contents

1. Dedekind’s Eta Function and Modular Forms
Günter Köhler

2. Eta Products
Günter Köhler

3. Eta Products and Lattice Points in Simplices
Günter Köhler

4. An Algorithm for Listing Lattice Points in a Simplex
Günter Köhler

5. Theta Series with Hecke Character
Günter Köhler

6. Groups of Coprime Residues in Quadratic Fields
Günter Köhler

7. Ideal Numbers for Quadratic Fields
Günter Köhler

8. Eta Products of Weight 1/2 and 3/2

Günter Köhler

9. Level 1: The Full Modular Group
Günter Köhler

10. The prime level N=2
Günter Köhler

11. The prime level N=3
Günter Köhler

12. Prime levels N=p≥5
Günter Köhler

13. Level N=4
Günter Köhler

14. Levels N=p
2 with Primes p≥3
Günter Köhler

15. Levels N=p
3 and p
4 for Primes p

Günter Köhler

16. Levels N=pq with Primes 3≤p<q

Günter Köhler

17. Weight 1 for Levels N=2p with Primes p≥5
Günter Köhler

18. Level N=6
Günter Köhler

19. Weight 1 for Prime Power Levels p
5 and p
6

Günter Köhler

20. Levels p
2
q for distinct primes p≠2 and q

Günter Köhler

21. Levels 4p for the Primes p=23 and 19
Günter Köhler

22. Levels 4p for p=17 and 13
Günter Köhler

23. Levels 4p for p=11 and 7
Günter Köhler

24. Weight 1 for level N=20
Günter Köhler

25. Cuspidal Eta Products of Weight 1 for Level 12
Günter Köhler

26. Non-cuspidal Eta Products of Weight 1 for Level 12
Günter Köhler

27. Weight 1 for Fricke Groups Γ(q
3
p)
Günter Köhler

28. Weight 1 for Fricke Groups Γ(2pq)
Günter Köhler

29. Weight 1 for Fricke Groups Γ(p
2
q
2)
Günter Köhler

30. Weight 1 for the Fricke Groups Γ(60) and Γ(84)
Günter Köhler

31. Some More Levels 4pq with Odd Primes pq

Günter Köhler

Keywords: Mathematics, Number Theory, Algebraic Topology

Author(s)
Publisher
Springer
Publication year
2011
Language
en
Edition
1
Series
Springer Monographs in Mathematics
Page amount
21 pages
Category
Natural Sciences
Format
Ebook
eISBN (PDF)
9783642161520

Similar titles