L-functions of modular forms and higher regulators
... this page is now very out-of-date - it will be updated with more material in the near future ..
This is a book which deals with Beilinson's conjectures for
the L-functions of modular forms. It will fill in the
details of section 5 of [1], prove analogous results for
the product of two modular forms (of higher weight) and also
provide some background material.
The chapters below are not necessarily in their final states, nor
should the section numbers be regarded as definitive. They will
be added to from time to time.
- Chapter 5
Modular curves and Kuga Sato varieties
(33pp, last rev. 04/12/96)
- Chapter 7
Motives for modular forms
(33pp, last rev. 15/04/97)
- Chapter 8
The Eisenstein symbol: construction, properties
and applications (23pp, last rev. 15/05/97)
[1]
The Beilinson Conjectures (with C. Deninger)
In: L-functions in Arithmetic, ed. Coates-Taylor
(Cambridge, 1991), 173-209
Go back
to Tony Scholl's home page.
Comments:
a.j.scholl@durham.ac.uk