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# 學年期 類別 標題
181 89-1 會議論文 Some open problems in geometric spectral theory of positive linear operators
182 89-2 會議論文 On semipositive bases for a cone-preserving map
183 94-1 會議論文 On local Perron-Frobenius theory..
184 93-2 會議論文 On local Perron-Frobenius theory.
185 93-1 會議論文 On local Perron-Frobenius theory
186 93-2 會議論文 On closed pointed invariant cones of a matrix
187 95-2 會議論文 Maximizing spectral radius of unoriented Laplacian matrix over graphs of a given order and with fixed nullity
188 96-2 會議論文 Maximizing spectral radius of unoriented Laplacian matrix
189 97-2 會議論文 Maximizing spectral radius of signless Laplacian matrix.
190 97-2 會議論文 Maximizing spectral radius of signless Laplacian matrix
191 96-2 會議論文 Maximal exponents of K-primitive matrices: the polyhedral cone case
192 90-2 會議論文 Linear maps strongly preserving certain compact convex sets of nonnegative matrices.
193 91-1 會議論文 Linear maps strongly preserving certain compact convex sets of nonnegative matrices
194 89-1 會議論文 Linear equations over cones, Collatz-Wielandt numbers, and local Perron-Schaefer conditions.
195 89-1 會議論文 Linear equations over cones, Collatz-Wielandt numbers, and local Perron-Schaefer conditions
196 89-1 會議論文 Linear equations over cones, Collatz-Wielandt numbers and alternating sequences
197 90-1 會議論文 Graphs for cone-preserving maps revisited.
198 90-1 會議論文 Graphs for cone-preserving maps revisited
199 89-1 會議論文 Geometric spectral theory of positive linear operators
200 95-2 會議論文 Exponents of K-primitive matrices.
201 95-2 會議論文 Exponents of K-primitive matrices
202 98-1 會議論文 A note on optimal scalings of matrices
203 88-1 會議論文 A cone-theoretic spproach to the spectral theory of positive linear operators: the finite-dimensional case
204 92-2 會議論文 A cone-theoretic proof for the preferred-basis theorem
205 100-1 教學計畫表 土木系營企一:微積分 TECBB1S0325 1A
206 100-1 教學計畫表 數學一博士班:代數圖論 TSMXD1S0866A1A
207 100-1 教學計畫表 數學系數學四:應用線性代數 TSMAB4S0384 1A
208 98-1 研究報告 正矩陣、其推廣與應用
209 78-1 研究獎勵 保持矩陣的廣義數域之線性變換
210 72-1 研究獎勵 On the Extension of KAKUTANI'S Conjecture to Matrix Semigroups