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Siu Lun, Leo Ma

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Full Name
Siu Lun, Leo Ma
Variants
Ma, S. L.
Lun Ma, S.
Ma, S.L.
Ma, S.-L.
Siu Lun Ma
Ma Siu Lun,Leo
 
Main Affiliation
 
Faculty
 
Email
matmasl@nus.edu.sg
 

Publications

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Department:  MATHEMATICS
Type:  Article

Results 21-39 of 39 (Search time: 0.004 seconds).

Issue DateTitleAuthor(s)
2115-Jun-1997On a class of almost perfect sequencesArasu, K.T.; Ma, S.L. ; Voss, N.J.
22Apr-1990On divisible difference sets which are fixed by the inverseMa, S.L. 
23Jul-2010On Lander's conjecture for difference sets whose order is a power of 2 or 3Leung, K.H. ; Ma, S.L. ; Schmidt, B.
2415-Feb-1994On subsets of partial difference setsMa, S.L. 
2515-Feb-2000Planar Functions from Z n to Z nLeung, K.H. ; Ma, S.L. ; Tan, V. 
2615-Oct-1996Planar functions, relative difference sets, and character theoryMa, S. L. 
27Jan-2008Proper partial geometries with Singer groups and pseudogeometric partial difference setsLeung, K.H. ; Ma, S.L. ; Schmidt, B.
281-May-1996Regular automorphism groups on partial geometriesMa, S.L. 
29Jan-2000Relative (pa, pb, pa, pa-b-Difference Sets: A Unified Exponent Bound and a Local Ring ConstructionMa, S.L. ; Schmidt, B.
3016-Dec-1995Relative difference sets with n = 2Arasu, K.T.; Jungnickel, D.; Siu Lun Ma ; Pott, A.
3115-Jul-1995Relative Difference Sets, Planar Functions, and Generalized Hadamard MatricesMa, S.L. ; Pott, A.
32Dec-1992Reversible relative difference setsMa, S.L. 
3321-Jul-1997Some necessary conditions on the parameters of partial difference setsMa, S.L. 
34Sep-2001Some New Results on Circulant Weighing MatricesArasu, K.T.; Ma, S.L. 
35Jul-1994Strongly regular Cayley graphs with λ - μ = -1Arasu, K.T.; Jungnickel, D.; Ma, S.L. ; Pott, A.
366-Jul-2008Study of proper circulant weighing matrices with weight 9Ang, M.H.; Arasu, K.T.; Lun Ma, S. ; Strassler, Y.
37Nov-2005Symmetric weighing matrices constructed using group matricesAng, M.H.; Ma, S.L. 
3829-Oct-1990The structure of Schur rings over cyclic groupsLeung, K.H. ; Ma, S.L. 
39May-1995The structure of the abelian groups containing McFarland difference setsMa, S.L. ; Schmidt, B.