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# 學年期 類別 標題
121 100-1 研究獎勵 Maximal exponents of polyhedral cones (II)
122 100-1 研究獎勵 Theorems on partitioned matrices revisited and their applications to graph spectra
123 100-1 研究獎勵 On the reduced signless Laplacian spectrum of a degree maximal graph
124 101-1 研發處: 研究計畫 (國科會) 錐體正變換、非負矩陣及圖譜之研究
125 101-1 研發處: 研究計畫 (國科會) 博士後研究-黃良豪
126 99-1 研究報告 正矩陣、其推廣與應用
127 100-1 會議論文 Graphs whose adjacency matrices have rank equal to the number of distinct nonzero rows
128 100-1 會議論文 Graphs whose adjacency matrices have rank equal to the number of distinct nonzero rows
129 99-2 會議論文 Maximal exponents of polyhedral cones
130 99-2 會議論文 On the Maximal Q-index Problem
131 99-2 會議論文 Connected graphs with maximal Q-index: the one-dominating-vertex case
132 92-2 出席學術性會議 The Seventh Workshop on Numerical Ranges and Numerical Radii
133 97-1 出席學術性會議 2008組合數學暨新苗研討會
134 99-2 會議論文 Graphs whose adjacency matrices have rank equal to the number of distinct nonzero rows
135 99-1 參與學術服務 ILAS nominating committee (國際線性代數學會提名委員)
136 94-2 會議論文 The Omega Limit Set of a Point under a Cone-Preserving Linear Map.
137 94-2 會議論文 The Omega limit set of a point under a cone-preserving linear map
138 90-2 會議論文 The numerical ranges of a nonnegative matrix
139 90-2 會議論文 Strong linear preservers of symmetric doubly stochastic matrices
140 89-1 會議論文 Some open problems in geometric spectral theory of positive linear operators
141 89-2 會議論文 On semipositive bases for a cone-preserving map
142 94-1 會議論文 On local Perron-Frobenius theory..
143 93-2 會議論文 On local Perron-Frobenius theory.
144 93-1 會議論文 On local Perron-Frobenius theory
145 93-2 會議論文 On closed pointed invariant cones of a matrix
146 95-2 會議論文 Maximizing spectral radius of unoriented Laplacian matrix over graphs of a given order and with fixed nullity
147 96-2 會議論文 Maximizing spectral radius of unoriented Laplacian matrix
148 97-2 會議論文 Maximizing spectral radius of signless Laplacian matrix.
149 97-2 會議論文 Maximizing spectral radius of signless Laplacian matrix
150 96-2 會議論文 Maximal exponents of K-primitive matrices: the polyhedral cone case