Structural properties of polylogarithms
Leonard Lewin, editor.
Providence, R.I. : American Mathematical Society, ©1991.
xviii, 412 págs. : ilustraciones ; 27 cm.
Serie: Mathematical surveys and monographs, ISSN 0076-5376 ; v. 37
ISBN: 0821816349
Incluye referencias bibliográficas e índice.
Reseña: MathSciNet, 93b:11158
Contenido
- 1. L. Lewin, The evolution of the ladder concept
- 2. L. Lewin, Dilogarithmic ladders
- 3. M. Abouzahra and L. Lewin, Polylogarithmic ladders
- 4. M. Abouzahra and L. Lewin, Ladders in the trans-Kummer region
- 5. M. Abouzahra and L. Lewin, Supernumary ladders
- 6. L. Lewin, Functional equations and ladders
- 7. G. A. Ray, Multivariable polylogarithm identities
- 8. G. Wechsung, Functional equations of hyperlogarithms
- 9. G. Wechsung, Kummer-type functional equations of polylogarithms
- 10. Zdzislaw Wojtkowiak, The basic structure of polylogarithmic functional equations
- 11. J. Browkin, $K$-theory, cyclotomic equations, and Clausen's function
- 12. Spencer Bloch, Function theory of polylogarithms
- 13. J. H. Loxton, Partition identities and the dilogarithm
- 14. Ruth Kellerhals, The dilogarithm and volumes of hyperbolic polytopes
- 15. Richard M. Hain and Robert MacPherson, Introduction to higher logarithms
- 16. L. Lewin, Some miscellaneous results
- Appendix A. Don Zagier, Special values and functional equations of polylogarithms
- Appendix B. R. MacPherson and H. Sah, Summary of the Informal Polylogarithm Workshop, November 17-18, 1990, MIT, Cambridge, Massachusetts.
