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math.RT2010★ 3 cited
Root systems and diagram calculus. II. Quadratic forms for the Carter diagrams
Rafael Stekolshchik
For any Carter diagram containing 4-cycle, we introduce the partial Cartan matrix , which is similar to the Cartan matrix associated with a Dynkin diagram. A linkage diagr…
math.RT2010★ 7 cited
Root systems and diagram calculus. I. Regular extensions of Carter diagrams and the uniqueness of conjugacy classes
Rafael Stekolshchik
In 1972, R. Carter introduced admissible diagrams to classify conjugacy classes in a finite Weyl group W. We say that an admissible diagram Γis a Carter diagram if any edge {α, β}…