Professor's lectures and seminars summaries

1993-1994 - Galois cohomology (continued)

1992-1993 - Conjectural properties of motivic Galois groups and ℓ-adic representations

1991-1992 - Galois cohomology (continued)

1990-1991 - Galois cohomology (continued)

1989-1990 - The inverse problem of Galois theory (continued)

1988-1989 - The inverse problem of Galois theory

1987-1988 - Relations between modular forms and Galois representations (mod p)

1986-1987 - No teaching this year

1985-1986 - Properties of ℓ-adic representations associated with abelian varieties (continued)

1984-1985 - Properties of ℓ-adic representations associated with abelian varieties

1983-1984 - What is the maximum number of rational points an algebraic curve of genus g can have over a finite field Fq?

1982-1983 - Siegel's formula

1981-1982 - Adelic methods in algebraic geometry and number theory

1980-1981 - Rational points of algebraic varieties (continued)

1979-1980 - Rational points of algebraic varieties

1978-1979 - No lectures this year

1977-1978 - Čebotarev's density theorem and its applications

1976-1977 - Standard methods in analytic number theory applied to L d'Artin functions

1975-1976 - L-adic representation systems

1974-1975 - Modular forms of weight 1 and Galois representations of degree 2

1973-1974 - Discrete groups (continued)

1972-1973 - The theory of p-adic modular forms applied to zeta functions of algebraic number fields

1971-1972 - L functions and modular forms

1970-1971 - Algebra and geometry

1969-1970 - No lectures this year

1968-1969 - Discrete groups

1967-1968 - Algebra and geometry

1966-1967 - Zeta functions