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pro vyhledávání: '"Wei Shean Ng"'
Autor:
Wei Shean Ng, Wen Kai Adrian Tang
Publikováno v:
2021 2nd SEA-STEM International Conference (SEA-STEM).
Autor:
Wei Wen Tan, Wei Shean Ng
Publikováno v:
ITM Web of Conferences, Vol 36, p 03003 (2021)
Matrix factorizations or matrix decompositions are methods that represent a matrix as a product of two or more matrices. There are various types of matrix factorizations such as LU factorization, Cholesky factorization, singular value decomposition e
Autor:
Wei Shean Ng, Wai Leong Chooi
Publikováno v:
Operators and Matrices. :485-512
Let n be an even integer with n 4 . In this note we study classical adjoint commuting mappings ψ on the space of n×n alternate matrices, and on the space of n×n skew-Hermitian matrices with respect to a proper involution, satisfying one of the fol
Autor:
Wai Leong Chooi, Wei Shean Ng
Publikováno v:
Linear Algebra and its Applications. 432:2589-2599
Let F be a field and let m and n be integers with m , n ⩾ 3 . Let M n denote the algebra of n × n matrices over F . In this note, we characterize mappings ψ : M n → M m that satisfy one of the following conditions: 1. | F | = 2 or | F | > n + 1
Autor:
Siu Lun Ma, Wei Shean Ng
Publikováno v:
International Journal of Information and Coding Theory. 1:15
We study the complex p-ary perfect and nearly perfect sequences where p is an odd prime and show that the existence of such sequences is equivalent to the existence of certain kinds of difference sets. Using results from difference sets, there are no
Autor:
Wei Shean Ng, Wai Leong Chooi
Publikováno v:
Linear Algebra and its Applications. (2):202-223
Let m and n be integers such that m,n⩾3, and let F and K be fields which possess involutions − of F and ∧ of K, respectively. Let HnF be the K--linear space n×n Hermitian matrices over F. In this note, we address the general description of map