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"譚必信"

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Showing items 66-90 of 96 (4 Page(s) Totally)
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Institution	Date	Title	Author
淡江大學	2000-01	A cone-theoretic spproach to the spectral theory of positive linear operators: the finite-dimensional case	譚必信; Tam, Bit-shun
淡江大學	2000	數值域擁有圓盤對稱或弱對稱性的方陣	譚必信
淡江大學	2000	錐體上線性方程的解、哥拉斯-威蘭數與相關問題	譚必信
淡江大學	2000	Geometric Spectral Theory of Positive Linear Opeartors	譚必信; Tam, Bit-shun
淡江大學	1999-12-01	On matrices whose numerical ranges have circular or weak circular symmetry	譚必信; Tam, Bit-shun; Yang, Shangjun
淡江大學	1999-12-01	On the Jordan form of an irreducible matrix with eventually non-negative powers	Zaslavsky, Boris G.; 譚必信; Tam, Bit-Shun
淡江大學	1999-12-01	On matrices with cyclic structure	譚必信; Tam, Bit-shun
淡江大學	1999	與最終非負方陣的Jordan型有關的一些問題	譚必信
淡江大學	1998-07	Exterior numerical radii and antiinvariant subspaces	譚必信; Tam, Bit-shun
淡江大學	1998	錐體正變換的半正基底	譚必信
淡江大學	1997-07-01	Invertibility of irreducible matrices	譚必信; Tam, Bit-shun; Yang, Shangjun; Zhang, Xiaodong,
淡江大學	1997	錐體的正變換不變面	譚必信
淡江大學	1996	常態錐體及其正變換的一些難題	譚必信
淡江大學	1995-12	定性線性系統導論	譚必信; Tam, Bit-shun
淡江大學	1995-07	Cross-positive matrices revisted	Gritzmann, Peter; Klee,Victor; 譚必信; Tam, Bit-shun
淡江大學	1995-07	Extreme Positive Operators on Convex Cones	譚必信; Tam, Bit-shun
淡江大學	1994-07	A note on extreme correlation matrices	Li, Chi-kwong; 譚必信; Tam, Bit-shun
淡江大學	1994-06	On the core of a cone-preserving map	譚必信; Tam, Bit-shun; Schneider, Hans
淡江大學	1994-06	Circularity of numerical ranges and block-shift matrices	譚必信; Tam, Bit-shun
淡江大學	1992-06	Graphs and irreducible cone preserving maps	譚必信; Tam, Bit-shun; Barker, George-phillip
淡江大學	1991-01	Two Remarks on Self-Dual Cones	譚必信; Tam, Bit-shun
淡江大學	1990-08	A Remark on K-Irreducible Operators	譚必信; Tam, Bit-shun
淡江大學	1990-05	Characterizations of Some Special Cones K in Terms of the Corresponding 丌 (K)	譚必信; Tam, Bit-shun
淡江大學	1990	On nonnegative matrices with a fully cyclic peripheral spectrum	譚必信
淡江大學	1990	Linear transformations which map the class of inverse M-matrices onto itself	譚必信; Liou, P. H.

Showing items 66-90 of 96 (4 Page(s) Totally)
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