[PDF] Top 20 Clique graphs of chordal and path graphs
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Clique graphs of chordal and path graphs
... Different characterizations of expanded trees are described, leading to a polynomial time algorithm for rccognizing clique graphs of chordal and path graphs.... A sp[r] ... See full document
13
A bitwise clique detection approach for accelerating power graph computation and clustering dense graphs
... representation of large graphs. Power graphs serve as a novel represen- tation that uses cliques, bicliques, and stars as primitives, thus reducing the number of original nodes ... See full document
56
Bi-induced sub graphs and stability number
... number of graphs in any class without large connected induced bipartite ...free graphs is α-polynomial, where CONNBIP ( ) N is the set of all connected bipartite graphs of order ... See full document
6
PRIVATE GRAPHS – ACCESS RIGHTS ON GRAPHS FOR SEAMLESS NAVIGATION
... incident of a catastrophic disaster of the Korean Air Lines Flight 007, where 267 air passengers died (Times, ...result of that, the GPS technology has been released by former US president Ronald ... See full document
8
Lexicographic polynomials of graphs and their spectra
... (the clique number ω(G)) of a graph G is the maximal order of a co-clique ...(resp. clique) contained in G as an induced subgraph (note that a co-clique and clique ... See full document
15
α_{2}-labeling of graphs
... vertices of degree one, and a caterpillar is a tree that can be converted into a path or a single vertex by deleting all vertices of degree ... See full document
5
Chordal (2,1) - graphs
... [5] studied the complexity of the more general problem of partitioning a graph in dense and sparse subgraphs (independent sets induce sparse graphs and cliques induce d[r] ... See full document
10
Minimum rank and path cover number for generalized and double generalized cycle star graphs
... the path Q we obtain c disjoint paths; these paths and Q are induced paths that do not intersect and that cover all vertices of ...loss of generality, that v ∈ S P (H) . Then each ... See full document
22
Partitioning chordal graphs into independent sets and cliques
... (Note that in this case we need no restriction to chordal graphs. ) The value of the algorithm is underscored by the fact that it easily adapts to solve the list[r] ... See full document
13
Two methods for the generation of chordal graphs
... structure of the problem undergoes changes, rather than computing an entirely new solution from ...sequence of intermixed updates and queries: an update inserts or deletes an edge or isolated vertex ... See full document
12
Chordal (1,l)- and (k,1)- graphs
... Lemma 1. We shall prove that, in fact, the neighborhoods of the vertices of C in C' are linearly ordered. The lemma follows by taking the vertex in C with maximal n[r] ... See full document
5
Transversals of graphs
... connected chordal graph G (Theorem ...help of Lemma ...for chordal graphs, we use a corresponding clique tree of the graph (that is, a tree decomposition as in Proposition ... See full document
130
A new notion of vertex independence and rank for finite graphs
... background and prehistory for this paper goes something like the ...notion of independence for columns (rows) of as matrix with coefficients in a supertropical ...2.4), and then to the subset ... See full document
47
SATISFIABILITY METHODS FOR COLOURING GRAPHS
... truth-value of a variable is flipped (i.e., complemented), the total number of satisfied clauses will ...number of such clauses is represented by ...number of such clauses is given by ... See full document
13
A combinatorial study of soundness and normalization in n-graphs
... study of proofs from a geometric perspective one can hardly overestimate the pioneering work of Statman in his doctoral thesis Structural Complexity of Proofs (STATMAN, ...study of structural ... See full document
93
A lower bound for the energy of symmetric matrices and graphs
... outline of the ...sharp and improved upper bound for the energy of bipartite graphs and for large family of graphs, namely those graphs whose adjacency matrix is ... See full document
14
Monitoring maximal outerplanar graphs
... some of these bounds are already known, so, as is evident, we studied the unknown ...class of triangulations, namely the maximal outerplanar graphs; and concerning the distance versions we ... See full document
8
On the energy of singular and non singular graphs
... graphs with given nullity and minimum energy. When we compare the lower bound in (??) with the lower bound in (??), the arithmetic difference of the second one minus the first one gives ρ − 1 + ln ρ ... See full document
18
Determination of (0,2)-regular sets in graphs and applications
... subset of edges, M E.G/; no two of which have a common ...edge of the matching M incident with i; then M is called a perfect ...determination of a maximum stable set of a line graph, ... See full document
15
Statistical inference on random graphs and networks
... structure of communities in the ...statistics of the graph, for example, the number of edges, the number of triangles, the number of stars, and so ...lot of attention from ... See full document
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