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T.Y. Lam

1942

  • A first course in noncommutative ringsA first course in noncommutative rings
  • Algebraic Theory of Quadratic FormsAlgebraic Theory of Quadratic Forms
  • Exercises in classical ring theoryExercises in classical ring theory
  • Lectures on modules and ringsLectures on modules and rings
  • Modules with isomorphic multiples and rings with isomorphic matrix ringsModules with isomorphic multiples and rings with isomorphic matrix rings
  • Algebra, K-theory, groups, and educationAlgebra, K-theory, groups, and education
  • Exercises in Modules and RingsExercises in Modules and Rings
  • Exercises in modules and ringsExercises in modules and rings
  • Introduction to quadratic forms over fieldsIntroduction to quadratic forms over fields
  • Orderings, valuations, and quadratic formsOrderings, valuations, and quadratic forms
  • Recent advances in real algebraic geometry and quadratic formsRecent advances in real algebraic geometry and quadratic forms
  • Serre's conjectureSerre's conjecture