Roger C. E. Tan
National University of Singapore
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Publication
Featured researches published by Roger C. E. Tan.
International Journal of Social Psychiatry | 1998
Paul S. F. Yip; Roger C. E. Tan
Suicide statistics from Hong Kong and Singapore over the period 1984-1994 were studied. The suicide behaviours in Hong Kong and Singapore are remarkably similar. Suicide rates increased with age, with a sharp increase among the elderly which was about four to five times the average. A relatively low male:female ratio and low teenage suicide were also found. Jumping from a height was the commonest method of suicide. Nevertheless, a different time trend of the suicide rates was observed, with an upward and downward trend for Hong Kong and Singapore respectively. The cultural, social and economic aspects in understand ing suicidal behaviour in Hong Kong and Singapore are also discussed.
SIAM Journal on Matrix Analysis and Applications | 1999
Alan L. Andrew; Roger C. E. Tan
This paper presents and analyzes new algorithms for computing the numerical values of derivatives, of arbitrary order, and of eigenvalues and eigenvectors of
SIAM Journal on Scientific Computing | 2003
Hong Cheng; Ping Lin; Qin Sheng; Roger C. E. Tan
{\bf A}(\rho){\bf x}(\rho) = \lambda(\rho){\bf B}(\rho){\bf x}(\rho)
SIAM Journal on Matrix Analysis and Applications | 2008
Delin Chu; Roger C. E. Tan
at a point
Siam Journal on Control and Optimization | 2006
Delin Chu; Wen-Wei Lin; Roger C. E. Tan
\rho=\rho_0
IEEE Transactions on Automatic Control | 2002
Delin Chu; Xinmin Liu; Roger C. E. Tan
at which the eigenvalues considered are multiple. Here
Numerical Linear Algebra With Applications | 2000
Alan L. Andrew; Roger C. E. Tan
{\bf A}(\rho)
Journal of Computational Physics | 2006
Kewei Liang; Ping Lin; Ming Tze Ong; Roger C. E. Tan
and
SIAM Journal on Matrix Analysis and Applications | 2013
Jiang Qian; Alan L. Andrew; Delin Chu; Roger C. E. Tan
{\bf B}(\rho)
SIAM Journal on Numerical Analysis | 2009
Huo-Yuan Duan; Feng Jia; Ping Lin; Roger C. E. Tan
are hermitian matrices which depend analytically on a single real variable