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"tam bit shun"

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Institution	Date	Title	Author
淡江大學	1991-01	Two Remarks on Self-Dual Cones	譚必信; Tam, Bit-shun
淡江大學	1990-10	A study of projectionally exposed cones	Sung, Chen-Han; 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	1990-04	On the distinguished eigenvalues of a cone-preserving map	Tam, Bit-Shun
淡江大學	1989-12	On the Collatz-Wielandt sets associated with a cone-preserving map	Tam, Bit-Shun; Wu, Shiow-Fang
淡江大學	1988-11	Linear operators preserving the (p,q)-numerical range	Li, Chi-Kwong; Tam, Bit-Shun; Tsing, Nam-Kiu
淡江大學	1987-05	On the cone of a finite dimensional compact convex set at a point	Sung C.H.; Tam, Bit-Shun
淡江大學	1986-07	Complementation in the face lattice of a proper cone	Loewy, Raphael; Tam, Bit-Shun;
淡江大學	1986	A simple proof of the Goldberg-Straus theorem on numerical radII	譚必信; Tam, Bit-shun
淡江大學	1985-10	On independent affine sets	譚必信; Tam, Bit-shun
淡江大學	1985-01	On the daulity operator of a convex cone	Tam, Bit-shun
淡江大學	1984-09	A geometric Gordan-Stiemke theorem	Barker, G.P.; Tam, Bit-Shun; Davila, Norbol
淡江大學	1984-05	On the extension of Kakutani's conjecture to matrix semigroups	譚必信; Tam, Bit-shun
淡江大學	1983	Diagonals of convex cones	Tam, Bit-shun
淡江大學	1981-12	A geometric treatment of generalized inverses and semigroups of nonnegative matrices	Tam, Bit-shun
淡江大學	1981-10	Generalized inverses of cone preserving maps	Tam, Bit-shun
淡江大學	1981-04	Graphs for cone preserving maps	Tam, Bit-shun; Barker, George-phillip
淡江大學	1981-02	On the semiring of cone preserving maps	Tam, Bit-shun
淡江大學	1978-12	On indecomposable subcones	Tam, Bit-shun
淡江大學	1977	Some results of polyhedral cones and simplicial cones	譚必信; Tam, Bit-shun
淡江大學	1977	Some aspects of finite dimensional cones	Tam, Bit-shun
淡江大學	1976	A note on polyhedral cones	譚必信; Tam, Bit-shun
淡江大學	1976	Some results on cross-positive matrices	Tam, Bit-shun
淡江大學	1975	A note on cross-positive matrices	Tam, Bit-shun

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