Titlebook: ;

弄臟

執(zhí)拗

Algorithms and Models for the On-Line Vertex-Covering,the final solution dealing with this step. We first study the minimum vertex-covering problem under two on-line models corresponding to two different ways vertices are revealed. The former one implies that the input-graph is revealed vertex-by-vertex. The second model implies that the input-graph is

六個才偏離

Weighted Node Coloring: When Stable Sets Are Expensive, of a stable set . of . is .(.) = max.(υ) : υ ∈ . ∩ .. A .-coloring . = (. ., . . . , . .) of . is a partition of . into . stable sets . ., . . . , . . and the weight of . is .(. .) + . . . + .(. .). The objective then is to find a coloring . = (. ., . . . , . .) of . such that .(. .) + . . . + .(.

Notorious

The Complexity of Restrictive ,-Coloring,ider the decision and the counting version of the problem; namely the . . and the . #. problems. We provide a dichotomy theorem characterizing the .‘s for which the restrictive .-coloring problem is either NP-complete or polynomially solvable. Moreover, we prove that the same criterion discriminates

encomiast

An Additive Stretched Routing Scheme for Chordal Graphs,imum clique size ., a routing scheme using routing tables of .(. log .) bits per node and .(log .) bit addresses such that the length of the route between any two nodes is at most the distance between the nodes in the graph plus two. This is complemented by a recent lower bound that shows that if th

gratify

Nonporous

harpsichord

命令變成大炮

The Complexity of Approximating the Oriented Diameter of Chordal Graphs,orithmic aspects of determining the oriented diameter of a chordal graph. We — give a linear time algorithm such that, for a given chordal graph ., either concludes that there is no strongly connected orientation of ., or finds a strongly connected orientation of . with diameter at most twice the di

惡臭