Collected Papers: Volume II 1967–1977

Content: 
Front Matter....Pages i-xiv
Discontinuous groups and abelian varieties....Pages 1-29
Construction of class fields and zeta functions of algebraic curves....Pages 30-131
Number fields and zeta functions associated with discontinuous groups and algebraic varieties....Pages 132-140
Algebraic number fields and symplectic discontinuous groups....Pages 141-230
Algebraic varieties without deformation and the Chow variety....Pages 231-236
An ℓ-adic method in the theory of automorphic forms....Pages 237-272
Local representations of Galois groups....Pages 273-298
On canonical models of arithmetic quotients of bounded symmetric domains....Pages 299-377
On canonical models of arithmetic quotients of bounded symmetric domains: II....Pages 378-399
On arithmetic automorphic functions....Pages 400-405
On the zeta-function of an abelian variety with complex multiplication....Pages 406-435
Class fields over real quadratic fields in the theory of modular functions....Pages 436-448
On elliptic curves with complex multiplication as factors of the Jacobians of modular function fields....Pages 449-458
On the field of rationality for an abelian variety....Pages 459-470
Class fields over real quadratic fields and Hecke operators....Pages 471-531
On modular forms of half integral weight....Pages 532-573
On the factors of the jacobian variety of a modular function field....Pages 574-595
On the trace formula for Hecke operators....Pages 596-632
On the holomorphy of certain Dirichlet series....Pages 633-652
On the real points of an arithmetic quotient of a bounded symmetric domains....Pages 653-682
On some arithmetic properties of modular forms of one and several variables....Pages 683-707
On the Fourier coefficients of modular forms of several variables....Pages 708-715
Theta functions with complex multiplication....Pages 716-739
The special values of the zeta functions associated with cusp forms....Pages 740-761
On abelian varieties with complex multiplication....Pages 762-783
Unitary groups and theta functions....Pages 784-789
On the derivatives of theta functions and modular forms....Pages 790-812
On the periods of modular forms....Pages 813-823
Back Matter....Pages 825-831