Titlebook: ;

閑逛

,Line digraph iterations and the spread concept—with application to graph theory, fault tolerance, aes ..,..., .. and . positive integers ..,..., .. such that ?.r.= ., there exist . node-disjoint paths of length at most . from . to the .., where .. of them end at ... This concept contains, and is related to, many important concepts used in communications and graph theory. The line digraph of a dig

regale

A generalized encryption scheme based on random graphs,th 0 and 1), but a probability of this event is very low. Such a generalization is sufficient for a large number of applications..An implementation of the scheme presented in the paper is based on random graphs. From the point of view of the worst-case complexity, the problem of decrypting is provab

anatomical

盤旋

https://doi.org/10.1007/978-981-99-9660-5imination tree height) times the optimal values. In addition we examine the existence of bounded approximation algorithms for the parameters, and show that unless ., there are no absolute approximation algorithms for them.

SPER

https://doi.org/10.1007/978-3-030-17086-8nerative power as expression graph grammars. As a graph with attributes assigned to its nodes and edges is an even more useful tool for the description of certain data structures than a directed graph, attributed elementary programmed graph grammars turn out to be adequate graph rewriting systems applicable in many areas of computer science.

初學者

滲透

https://doi.org/10.1007/978-1-4757-0893-6ot necessarily convex, possibly having holes) with n rectangular rooms and k walls, ?(n + k)/2? guards are always sufficient and occasionally necessary to guard all the rooms in our gallery. A linear time algorithm to find the positioning of the guards is obtained.

GIST

fixed-joint

ANTIC