Browse "Department of Mathematics" by Title

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TitleAuthor(s)YearView Count
The C-numerical range of matrices is star-shapedCheung, WS; Tsing, NK1996187
Ca5-Invariants on the Space of LoopsCheung, WS; Chan, KP2007188
Calculation of Laypunov ExponentsCheung, WS; Osipenko, G1998209
Calculus of Variations and Exterior Differential SystemsCheung, WS1998194
Calculus of Variations via Exterior Differential SystemsCheung, WS2002207
A cancellation conjecture for free associative algebrasDrensky, V; Yu, JT200858
Cancellation problems and dimension theoryBelov, A; Yu, JT200668
Cardinality of Binary Operations: A Remark on the Ubiquitous SumLeung, I.; Ching, WK2009104
Cartan Form via an Exterior Differential Systems ApproachCheung, WS; Wong, CW2002194
Cartan-Fubini type extension of holomorphic maps for Fano manifolds of Picard number 1Hwang, JM; Mok, N2001272
Centralized versus decentralized manpower resource planning. The case of a Hong Kong companyChu, Sydney CK; Lin, Carrie KY; Ng, Kevin YK199162
Chapter 27 in Functional Equations in Mathematical Analysis, Springer Optimization and Its Applications, Editors: Th.M. Rassias and J. BrzdekCheung, WS; Zhao, C201250
Characteristic classes on complex manifolds and Chern-number inequalities on compact Kähler surfacesYang, Chen; 楊晨2004454
Characterization and deformation-rigidity of compact irreducible Hermitian symmetric spaces of rank >=2 among Fano manifoldsHwang, J; Mok, N1998108
A characterization of almost CIS graphsWu, Y; Zang, W; Zhang, CQ2009169
A characterization of box-mengerian matroid portsChen, X; Ding, G; Zang, W2008143
Characterization of certain holomorphic geodesic cycles on Hermitian locally symmetric manifolds of noncompact typeEyssidieux, P; Mok, N1995126
Characterization of certain holomorphic geodesic cycles on quotients of bounded symmetric domains in terms of tangent subspacesMok, N2002320
Characterization of standard embeddings between complex Grassmannians by means of varieties of minimal rational tangentsMok, N200862
Characterization of standard embeddings between complex Grassmannians by means of varieties of minimal rational tangents -- Dedicated to Professor LU QiKeng on the occasion of his 80th birthdayMok, N2008139