Michael Green has made outstanding contributions to quantum field theory, especially the theory of superstrings. Michael’s early work was largely on duality in S-matrix theory. He was the first to prove an important result on the dual model — the cancellation of the leading divergences between boson and fermion loops. He has made significant contributions to the theory of phase transitions, but is best known for his work, much of it in collaboration with John Schwarz, on superstring theory, including the first covariant formulation of the theory. The most important results are the proofs in 1984 and 1985 of anomaly cancellation for SO (32) and E8 x E8 superstring theories and of infinity cancellation in the SO (32) case. These definitive papers initiated the explosive growth of superstring theory, now one of the most active and exciting areas of fundamental theoretical physics.
Interest and expertise
Astronomy and physics
Mathematical and theoretical physics
Applied mathematics and theoretical physics
Quantum gravity, Superstring theory, Quantum field theory, Elementary particles
For crucial and influential contributions to the development of string theory over a long period, including the discovery of anomaly cancellation.