Professor's lectures and seminars summaries

1999-2000 - Rank 1 groups and Moufang sets

1998-1999 - Unipotent elements and parabolic subgroups of simple algebraic groups | The Cremona plane

1997-1998 - Twinned buildings: existence theorems

1996-1997 - Abstract homomorphisms of algebraic groups

1995-1996 - Twin trees

1994-1995 - Simple rank-2 algebraic groups and low-dimensional Clifford algebras (continued)

1993-1994 - Simple rank-2 algebraic groups and low-dimensional Clifford algebras

1992-1993 - Linear algebraic groups on separably closed fields

1991-1992 - Algebraic groups on non-perfect bodies

1990-1991 - The Galois Cohomology of semisimple groups over number fields

1989-1990 - Semi-detached buildings (continued)

1988-1989 - Semi-detached buildings

1987-1988 - Forms and subgroups of simple algebraic groups over bodies and local bodies: diagrams and classifications

1986-1987 - Griess-Fischer Group: constructions and "Moonshine" (continued)

1985-1986 - Griess-Fischer Group: constructions and "Moonshine

1984-1985 - Affine immovables: classification and applications to finite groups (continued)

1983-1984 - Affine immovables: classification and applications to finite groups

1982-1983 - Griess-Fischer sporadic group

1981-1982 - Kac-Moody algebras and associated groups (continued)

1980-1981 - Kac-Moody algebras and associated groups

1979-1980 - Group schemes on a valuation ring; affine buildings

1978-1979 - Group theory problems in Einsteinian relativity and chronogeometry

1977-1978 - Moufang polygons and rank 2 groups

1976-1977 - Sporadic finite simple groups

1975-1976 - The conjectures of A. Selberg and I. I. Pyateckii-Sapiro

1974-1975 - Reductive algebraic groups over a value field

1973-1974 - Building theory