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[PDF] Top 20 Solving the Maximum Matching Problem on Bipartite Star123 Free Graphs in Linear Time

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Solving the Maximum Matching Problem on Bipartite Star123 Free Graphs in Linear Time

Solving the Maximum Matching Problem on Bipartite Star123 Free Graphs in Linear Time

... A matching M of a graph G = ( V E , ) is a subset of edges with the property that no two edges of M share a common ...A matching is called induced if the subgraph of G induced by M consists of exactly M ... See full document

12

A linear-time algorithm for maximum-cardinality matching on cocomparability graphs.

A linear-time algorithm for maximum-cardinality matching on cocomparability graphs.

... The problem Matching (or Maximum-Cardinality Matching) is, given an undirected graph, to compute a maximum-cardinality set of disjoint ...edges. Matching is arguably among the ... See full document

17

Finding a Maximum 2-Matching Excluding Prescribed Cycles in Bipartite Graphs

Finding a Maximum 2-Matching Excluding Prescribed Cycles in Bipartite Graphs

... The problem of finding a maximum U -feasible 2-matching is ...the problem is tractable when the graph is bipartite and each U ∈ U induces a Hamilton-laceable ...2-matching ... See full document

14

Recognizing graphs close to bipartite graphs.

Recognizing graphs close to bipartite graphs.

... for graphs of bounded maximum ...reconfiguration problem. Related Work. As noted above, recognizing near-bipartite graphs is known to be an NP-complete ...the problem remains ... See full document

15

The Maximum-Weight Stable Matching Problem: Duality and  Efficiency

The Maximum-Weight Stable Matching Problem: Duality and Efficiency

... stable matching in terms of forbidden structures, the so-called stable partitions with odd ...the maximum-weight stable matching problem (MWSMP), which takes a preference system ( G, ≺) and an ... See full document

16

Bipartite Matching with Linear Edge Weights

Bipartite Matching with Linear Edge Weights

... running time of O(|V | 2 log |V | + |E| · |V |) for the maximum weight bipartite matching ...running time O(|E|p|V | log N ...weighted bipartite graphs where the edge ... See full document

13

Independent sets of maximum weight in apple free graphs

Independent sets of maximum weight in apple free graphs

... the maximum matching problem [17] by implementing the idea of augmenting chains due to Berge ...the problem in case of weighted ...the maximum weight independent set (MWIS) ... See full document

17

Bipartite Toughness and k Factors in Bipartite Graphs

Bipartite Toughness and k Factors in Bipartite Graphs

... c For Theorem 1.3. Let n/4 < k < n and √ kn 1 t be an integer. Obviously, n/2 < t < n. Construct a balanced bipartite graph G X, Y ; E as follows. Let X S ∪ P and Y T ∪ Q, where |P | |T | t, |S| |Q| n ... See full document

8

A conceptual heuristic for solving the maximum clique problem

A conceptual heuristic for solving the maximum clique problem

... MCT is a final, recent improvement to MCS by Tomita et. al. [51] which is based on the observations that the algorithm used to find an initial clique from which the lower bound of the solution is obtained is important ... See full document

86

Secure   and  Oblivious  Maximum  Bipartite  Matching  Size  Algorithm  with  Applications  to  Secure  Fingerprint  Identification

Secure and Oblivious Maximum Bipartite Matching Size Algorithm with Applications to Secure Fingerprint Identification

... the problem of privacy-preserving matching of two fingerprints (used for secure fingerprint authentication or identification) using traditional minutia-based representation of fingerprints that leads to the ... See full document

24

On the hyperbolicity of bipartite graphs and intersection graphs

On the hyperbolicity of bipartite graphs and intersection graphs

... Relating the structural properties of graphs with hyperbolicity can be useful in this context, and it has become a growing line of research (e.g., see [12, 15, 24, 31]). Indeed, we argue that one can obtain from ... See full document

13

A Modified Decomposition Algorithm for Maximum Weight Bipartite Matching and Its Experimental Evaluation

A Modified Decomposition Algorithm for Maximum Weight Bipartite Matching and Its Experimental Evaluation

... for Maximum Weight Bipartite Matching We now propose a modified decomposition theorem which is a generalization of the existing decompo- sition theorem originally proposed by Kao et ...weighted ... See full document

24

Efficient Algorithms for Finding Maximum Matchings in Convex Bipartite Graphs and Related Problems

Efficient Algorithms for Finding Maximum Matchings in Convex Bipartite Graphs and Related Problems

... each time we have processed all predecessors of a vertex a, we merge the queues corresponding to them into one queue corresponding to ...that matching a to the vertex b in Q with the minimal value of END ... See full document

35

Bipartite Kneser graphs are Hamiltonian

Bipartite Kneser graphs are Hamiltonian

... exceptional graphs (one of the exceptions K(5, 2) we already mentioned), every connected vertex-transitive graph has a Hamilton ...Kneser graphs and bipartite Kneser graphs have this strong ... See full document

10

Perfect Matchings in O(n log n) Time in Regular Bipartite Graphs

Perfect Matchings in O(n log n) Time in Regular Bipartite Graphs

... well-known bipartite matching algorithm of Hopcroft and Karp [11] can be used to obtain a running time of O(m √ ...In graphs where d is a power of 2, the following elegant idea, due to Gabow ... See full document

10

Solving the word problem in real time

Solving the word problem in real time

... It is well known that any Turing machine is equivalent to a machine with two stacks ; a machine with 2n stacks is constructed from one with n tapes by splitting each tape into two portions at the tape-head. Thus the only ... See full document

18

A Binary Harmony Search Algorithm for Solving the Maximum Clique Problem

A Binary Harmony Search Algorithm for Solving the Maximum Clique Problem

... The maximum clique problem (MCP) has long been concentrating the interest of many researchers in the field of combinatorial ...exponential time complexity that limits their application to relatively ... See full document

6

Colored Saturation Parameters for Bipartite Graphs

Colored Saturation Parameters for Bipartite Graphs

... Now, by observations 1 and 2, we can partition the vertex set into two parts: a set X of vertices that see at most k − 2 colors and a set Y that sees exactly k − 1 colors. We can use observation 3 to partition the set Y ... See full document

31

A Note on Global Bipartite Domination in  Graphs

A Note on Global Bipartite Domination in Graphs

... In this paper we consider simple, connected and bipartite graphs. All notations and definitions not given here can be found in [1, 3]. A graph is an ordered pair G = ( V ( G ) , E ( G )) , where V ( G ) is ... See full document

5

Algorithmic aspects of bipartite graphs

Algorithmic aspects of bipartite graphs

... so If we take as in Rose and Tarjan [2] an ordering of pivots down the main diagonal F fill-in the then 4 [z,yx,x2,y,...,xs,y], where z,,y corresponds to the entry rn,, of produced by th[r] ... See full document

6

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