Home
About
Advanced Search
Browse by Discipline
Scientific Societies
E-print Alerts
Add E-prints
FAQ
•
HELP
•
SITE MAP
•
CONTACT US
Search
Advanced Search
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