Wolf Prize Laureate in Mathematics 2001
The Prize Committee for Mathematics has unanimously decided that the 2001 Prize be jointly awarded to: Saharon Shelah and Vladimir I. Arnold.
Vladimir I. Arnold
Steklov Mathematical Institute
Moscow, Russia, and
“for his deep and influential work in a multitude of areas of mathematics, including dynamical systems, differential equations, and singularity theory.”
Professor Vladimir I. Arnold, a renaissance mathematician, has made significant contributions to an astounding number of different mathematical disciplines. His many research papers, books and lectures, plus his enormous erudition and enthusiasm, have had a profound influence on an entire generation of mathematicians.
Arnold’s Ph.D. thesis contained a solution to Hilbert’s 13th problem. His work on Hamiltonian dynamics, in particular as co-creator of the KAM (Kolmogorov-Arnold-Moser) theory and as the discoverer of “Arnold’s diffusion”, made him world-famous at an early age. Arnold’s contributions to the theory of singularities, which complements Thom’s catastrophe theory, has transformed this field. He has also made innumerable and fundamental contributions to the theory of differential equations, symplectic geometry, real algebraic geometry, the calculus of variations, hydrodynamics, and magneto-hydrodynamics, often discovering links between problems in diverse areas.