AbstractA simple parallel algorithm is presented for constructing parse tree representation of a rich family of graphs known as cographs. From the parse tree representation of a cograph it is possible to compute efficiently many properties which are difficult to compute for general graphs. The construction algorithm runs in O(log2n) parallel time using O(n3/log2n) processors on a CREW PRAM
The class NC consists of problems solvable very fast (in time polynomial in log n) in parallel with ...
AbstractIn this paper, we consider the problems of co-biconnectivity and strong co-connectivity, i.e...
In this paper, a parallel algorithm is given that, given a graph G = (V; E), decides whether G is a ...
AbstractA simple parallel algorithm is presented for constructing parse tree representation of a ric...
AbstractIn this paper, we establish structural properties for the class of complement reducible grap...
AbstractIn this paper, we establish structural properties for the class of complement reducible grap...
In this paper, we establish structural properties for the class of complement reducible graphs or co...
AbstractA parallel algorithm to recognize cographs with a linear processor bound and a log2n time bo...
AbstractIn this paper, we modify a known parallel cograph-recognition algorithm proposed by Nikolopo...
AbstractIn this paper, we modify a known parallel cograph-recognition algorithm proposed by Nikolopo...
AbstractCographs are a well-known class of graphs arising in a wide spectrum of practical applicatio...
AbstractA parallel algorithm to recognize cographs with a linear processor bound and a log2n time bo...
Abstract. In this paper we consider the problem of computing the connected components of the complem...
AbstractCographs are a well-known class of graphs arising in a wide spectrum of practical applicatio...
AbstractIn this paper, we describe a new simple linear time algorithm to recognize cographs. Cograph...
The class NC consists of problems solvable very fast (in time polynomial in log n) in parallel with ...
AbstractIn this paper, we consider the problems of co-biconnectivity and strong co-connectivity, i.e...
In this paper, a parallel algorithm is given that, given a graph G = (V; E), decides whether G is a ...
AbstractA simple parallel algorithm is presented for constructing parse tree representation of a ric...
AbstractIn this paper, we establish structural properties for the class of complement reducible grap...
AbstractIn this paper, we establish structural properties for the class of complement reducible grap...
In this paper, we establish structural properties for the class of complement reducible graphs or co...
AbstractA parallel algorithm to recognize cographs with a linear processor bound and a log2n time bo...
AbstractIn this paper, we modify a known parallel cograph-recognition algorithm proposed by Nikolopo...
AbstractIn this paper, we modify a known parallel cograph-recognition algorithm proposed by Nikolopo...
AbstractCographs are a well-known class of graphs arising in a wide spectrum of practical applicatio...
AbstractA parallel algorithm to recognize cographs with a linear processor bound and a log2n time bo...
Abstract. In this paper we consider the problem of computing the connected components of the complem...
AbstractCographs are a well-known class of graphs arising in a wide spectrum of practical applicatio...
AbstractIn this paper, we describe a new simple linear time algorithm to recognize cographs. Cograph...
The class NC consists of problems solvable very fast (in time polynomial in log n) in parallel with ...
AbstractIn this paper, we consider the problems of co-biconnectivity and strong co-connectivity, i.e...
In this paper, a parallel algorithm is given that, given a graph G = (V; E), decides whether G is a ...