9894533
20-Relative Neighborhood Graphs Are Hamiltonian
36993971
Distance-hereditary graphs are clique-perfect
In this paper, we show that the clique-transversal number @t"C(G) and the clique-independence number @a"C(G) are equal for any distance-hereditary graph G. As a byproduct of proving that @t"C(G)[email protected]"C(G), we give a linear-time algorithm to find a minimum clique-transversal set and a maximum clique-independent set simultaneously for distance-hereditary graphs.
6381363
Weighted Domination of Cocomparability Graphs
It is shown in this paper that the weighted domination problem and its two variants, the weighted connected domination and weighted total domination problems are NP-complete on cocomparability graphs when arbitrary integer vertex weights are allowed and all of them can be solved in polynomial time if vertex weights are integers and less than or equal to a constant c. Besides, an O(¦V¦2) algorithm is given for the weighted independent perfect domination problem of a cocomparability graph G=(V, E).
205343201
Linear-time algorithms for the Hamiltonian problems on distance-hereditary graphs,
A Hamiltonian path of a graph G is a simple path that contains each vertex of G exactly once. A Hamiltonian cycle of a graph is a simple cycle with the same property. The Hamiltonian path (resp. cycle) problem involves testing whether a Hamiltonian path (resp. cycle) exists in a graph. The 1HP (resp. 2HP) problem is to determine whether a graph has a Hamiltonian path starting from a specified vertex (resp. starting from a specified vertex and ending at the other specified vertex). The Hamiltonian problems include the Hamiltonian path, Hamiltonian cycle, 1HP, and 2HP problems. A graph is a distance-hereditary graph if each pair of vertices is equidistant in every connected induced subgraph containing them. In this paper, we present a unified approach to solving the Hamiltonian problems on distance-hereditary graphs in linear time.
45586323
Prediction of Internet and World Wide Web usage at work: a test of an extended Triandis model
Abstract The Internet/World Wide Web (WWW) has significantly impacted every facet of operations in organizations. As information systems, including Decision Support Systems, are rapidly moving to the Internet platform to facilitate remote access and group cooperation, it is crucial to understand the adoption process of the Internet. This paper studies various factors affecting Internet/WWW usage in working environments. Previous studies on Internet or WWW usage have adopted the Technology Acceptance Model (TAM) as their research framework. As such, important factors, such as facilitating conditions and social factors, which we consider important in explaining the use of the Internet/WWW, were left out. Therefore, a more comprehensive theoretical model is constructed for this study by modifying the Triandis social psychological model based on the results of previous studies. Factor analysis and multiple regression were used to analyze data collected from 241 questionnaires. The results support our modified model. Facilitating conditions and social factors are confirmed as the two most important factors affecting Internet/WWW usage. Other significant factors include perceived near-term consequences and perceived complexity. All new paths that we have added to the original Triandis model are found to be significant. The proposed model should provide a valuable alternative theoretical basis for technology adoption studies in the future.
670153
Domination in distance-hereditary graphs
The domination problem and its variants have been extensively studied in the literature. In this paper we investigate the domination problem in distance-hereditary graphs. In particular, we give a linear-time algorithm for the domination problem in distance-hereditary graphs by a labeling approach. We actually solve a more general problem, called the L-domination problem, which also includes the total domination problem as a special case.
207137932
On-Line Chinese Character Recognition by Incorporating Human Knowledge
A stroke order and number free method for on-line recognition of Chinese characters is proposed. Both input characters and the model characters are represented with complete attributed relational graphs (ARGs). The ARGs of the model base are built according to the human knowledge of the segment relation structure of Chinese characters. For the recognition purpose, an optimal matching measure between two ARGs is defined, and the graph matching is formulated as a search problem of finding the minimum cost path in a state space tree, using the A* algorithm. Moreover, to reduce the search time of the A*, besides a heuristic estimate, a novel strategy is employed which again uses the human knowledge of the segment position structure of Chinese characters to prune the tree. Our experimental results demonstrate the efficiency of the proposed method.
14617128
Harvest Rate of Reconfigurable Pipelines
For a reconfigurable architecture, the harvest rate is the expected percentage of defect-free processors that can be connected into the desired topology. The authors give an analytical estimation for the harvest rate of reconfigurable multipipelines based on the following model: there are n pipelines each with m stages, where each stage of a pipeline is defective with identical independent probability 0.5 and spare wires are provided for reconfiguration. By formulating the "shifting" reconfiguration as weighted chains in a partial ordered set, they prove when n=/spl theta/(m), the harvest rate is between 34% and 72%.
16598523
Algorithmic Aspects of the Generalized Clique-transversal Problem on Chordal Graphs
Suppose G = (V, E) is a graph in which each maximal clique Ci is associated with an integer ri, where 0 ⩽ ri ⩽ ¦Ci¦. The generalized clique transversal problem is to determine the minimum cardinality of a subset D of V such that ¦D ∩ Ci¦ ⩾ ri for every maximal clique Ci of G. The problem includes the clique-transversal problem, the i, 1 clique-cover problem, and for perfect graphs, the maximum q-colorable subgraph problems as special cases. This paper gives complexity results for the problem on subclasses of chordal graphs, e.g., strongly chordal graphs, k-trees, split graphs, and undirected path graphs.