Dr. Qing Lin

Qing Lin, Ph.D. (SUNY/Buffalo), Postdoctoral Fellow at Pacific Institute For Mathematical Sciences.

Mathemetics Expertise: Analysis.

Research Interests: Operator Algebra, Topological Dynamical Systems, Operator Theory.

Selected Publications

• Q. Lin, Analytic structure of the transformation group C*-algebra associated with minimal dynamical systems, preprint.
• Q. Lin and N.C. Phillips, Generic Rohkint towers in smooth minimal dynamical systems (I), preprint.
• Q. Lin, Cut-down method in the inductive limit decomposition of non-commutative tori, III: a complete answer in 3-dimension, Commun. Math. Physics, (3)179 (1996), 555-575.
• G.A. Elliott and Q. Lin, Cut-down method in the inductive limit decomposition of non-commutative tori, II: degenerate case, Operator Algebras and Their Applications, Fields Inst. Commun., 13 (1996), Amer. Math. Soc., Providence, Rhode Island, 91-123.
• G.A. Elliott and Q. Lin, Cut-down method in the inductive limit decomposition of non-commutative tori, J. of London Math. Soc. (2)54 (1996), 121-134.

• Q. Lin and N.C. Phillips, Generic Rohlin towers of minimal smooth dynamics (II).
• Q. Lin, Local subhomogeneous approximation in certain transformation group C*-algebras.
• Q. Lin and N.C. Phillips, Exponential rank of subhomogeneous C*-algebras arising from minimal dynamical systems.