Yan, Min - Department of Mathematics, Hong Kong University of Science and Technology

• Equivariant Periodicity in Surgery for Actions of Some Nonabelian Groups
• f-Vectors of Polyhedra Department of Mathematics
• Con temp orary Mathematics Quasitriangularstructureson Hopf algebraswithpositive
• SINGULARITY ANALYSIS FOR INTEGRABLE SYSTEMS BY THEIR MIRRORS
• Equivariant Periodicity for Abelian Group Actions Shmuel Weinberger
• fVectorsofPolyhedra DepartmentofMathematics
• Linear Conditions on the Number of Faces of Manifolds with Boundary
• The Geometric Cone Relations of Polyhedra Beifang Chen
• An ElementaryandDirectProofof thePainleveProperty
• Singularity from Eulerian Viewpoint Beifang Chen
• Contemporary Mathematics Quasi-triangular structures on Hopf algebras with positive
• Eulerian Stratification of Polyhedra Beifang Chen
• Stabilizer for Hopf Algebra Actions Min Yan Yongchang Zhu
• On the set-theoretical Yang-Baxter equation Jiang-Hua Lu
• THE MIRROR SYSTEMS OF INTEGRABLE EQUATIONS JISHAN HU AND MIN YAN
• Analytical Aspects of the Painleve Test July 10, 2000
• Extension of Convex Functions December 9, 1997
• Mirror Transforms of Hamiltonian Systems Jishan Hu Min Yan
• Eulerian 2-Strata Spaces Beifang Chen *
• On the set-theoretical Yang-Baxter equation Jiang-Hua Lu*
• Extension of Convex Functions Min Yan*
• Equivariant Periodicity for Abelian Group Actions Shmuel Weinberger*, Min Yany
• On Hopf Algebras with Positive Bases J-H. Lu*
• Singularity from Eulerian Viewpoint Beifang Chen*
• StabilizerforHopf AlgebraActions Min Yan YongchangZhu
• SINGULARITY ANALYSIS FOR INTEGRABLE SYSTEMS BY THEIR MIRRORS
• Linear Conditions on the Number of Faces of Manifolds with Boundary
• Equivariant Periodicity in Surgery for Actions of Some Nonabelian Groups
• Stabilizer for Hopf Algebra Actions Min Yan Yongchang Zhu
• f -Vectors of Polyhedra Min Yan*
• The Geometric Cone Relations of Polyhedra Beifang Chen * and Min Yan y
• Eulerian Stratification of Polyhedra Beifang Chen* and Min Yany
• Eulerian 2-Strata Spaces Beifang Chen
• THE UNIVERSITY OF CHICAGO THE PERIODICITY IN
• On Hopf Algebras with Positive Bases Department of Mathematics, University of Arizona
• ExtensionofConvexFunctions December9,1997
• Analytical Aspects of the Painlev'e Test Jishan Hu * Min Yan y
• Contemporary Mathematics Quasi-triangular structures on Hopf algebras with positive
• THE UNIVERSITY OF CHICAGO THE PERIODICITY IN
• An Elementary and Direct Proof of the Painlev'e Property
• THE MIRROR SYSTEMS OF INTEGRABLE EQUATIONS JISHAN HU * AND MIN YAN y
• Mirror Transforms of Hamiltonian Systems Jishan Hu Min Yan
• An Elementary and Direct Proof of the Painleve Property