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"tam bit shun"
Showing items 51-60 of 100 (10 Page(s) Totally)
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| 淡江大學 |
2001-06 |
On semipositive bases for a cone-preserving map
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譚必信; Tam, Bit-shun |
| 淡江大學 |
2001-01 |
On the invariant faces associated with a cone-preserving map
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譚必信; Tam, Bit-shun; Schneider, Hans |
| 淡江大學 |
2000-12 |
Geometric spectral theory of positive linear operators
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譚必信; Tam, Bit-shun |
| 淡江大學 |
2000-12 |
Linear equations over cones, Collatz-Wielandt numbers, and local Perron-Schaefer conditions
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譚必信; Tam, Bit-shun |
| 淡江大學 |
2000-12 |
Some open problems in geometric spectral theory of positive linear operators
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譚必信; Tam, Bit-shun |
| 淡江大學 |
2000-11 |
Linear equations over cones, Collatz-Wielandt numbers, and local Perron-Schaefer conditions.
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譚必信; Tam, Bit-shun |
| 淡江大學 |
2000-08 |
Linear equations over cones, Collatz-Wielandt numbers and alternating sequences
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譚必信; Tam, Bit-shun |
| 淡江大學 |
2000-01 |
A cone-theoretic spproach to the spectral theory of positive linear operators: the finite-dimensional case
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譚必信; Tam, Bit-shun |
| 淡江大學 |
2000 |
Geometric Spectral Theory of Positive Linear Opeartors
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譚必信; Tam, Bit-shun |
| 淡江大學 |
1999-12-01 |
On matrices whose numerical ranges have circular or weak circular symmetry
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譚必信; Tam, Bit-shun; Yang, Shangjun |
Showing items 51-60 of 100 (10 Page(s) Totally)
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