Professor Igor Shafarevich ForMemRS
Igor Shafarevich is a Russian mathematician who has made many fundamental contributions to the fields of algebra, algebraic geometry and number theory. Amongst his research highlights are contributions to the inverse problem of Galois theory and development of the Golod–Shafarevich theorem as a solution to the class field tower problem.
In group theory, he has made contributions to the study of the cohomology of groups, Cartan pseudogroups and Lie algebras, whilst his work on algebraic geometry has produced advances in the theory of both elliptical and K3 surfaces. Alongside his research, Igor is highly regarded in his role as an educator.
Igor has received many accolades in recognition of his work, including the 1973 Dannie Heineman Prize of the Göttingen Academy of Sciences and Humanities. He has also been elected to the membership of a number of prestigious scientific organisations, including the London Mathematical Society, the German National Academy of Sciences, Leopoldina, and the Serbian Academy of Sciences and Arts.