University of Washington
Graduate Study In Mathematics
Recommended Program: Noncommutative Algebra

S. Paul Smith and James Zhang

First Year 
504  505  506  (Modern Algebra) 
534  535  536  (Complex Analysis) 
544  545  546  (Topology and Geometry of Manifolds) 
Second Year 
      (Algebraic geometry) 
      (Noncommutative algebra) 
577  578  579  (Lie Groups and Lie Algebras) 
ADDITIONAL COMMENTS:
Of the second-year courses, the first two are essential. The third (Lie theory) should be taken if one of the other two is not scheduled that year. Other courses which might usefully be taken in later years (or in the second year if only one of the above three is offered) include: commutative algebra, homological algebra, finite-dimensional algebras, Brauer groups, Azumaya algebras, ... and other algebra odds and ends.
Graduate Study in Mathematics TOP grads@math.washington.edu