J. Inform. Processing 13, 442-448, 1990This is a survey on complexity issues of subgraph problems proved in a systematic way. We deal with vertex-deletion and edge-deletion problems which can be viewed as subgraph problems. General NP-completeness theorems are presernted for these problems. We also present a systematized result which shoaws polynomial time algorithms for these problems restricted to series-parallel graphs. Another problem we consider in this paper is the lelxicographically first maximal subgraph problems which appear in connection with parallel complexity theory
AbstractGiven a graph G and an integer r, does there exist a regular subgraph of G with degree r? In...
Abstract. The class of graphs where the size of a minimum vertex cover equals that of a maximum matc...
Abstract. In an edge modification problem one has to change the edge set of a given graph as little ...
This paper outlines the results and motivation of the paper [I], in which we showed, in a ur&.?‘...
AbstractWe study the complexity of the problem of deciding the existence of a spanning subgraph of a...
We study the complexity of the problem of deciding the existence of a spanning subgraph of a given g...
We investigate the computational complexity of a general "compression task" centrally occurring in t...
Longest directed path length (LDPL) is defined by the length of the longest path of the directed acy...
AbstractThis paper outlines the results and motivation of the paper [1], in which we showed, in a un...
Containing many classic optimization problems, the family of vertex deletion problems has an importa...
In this paper a deterministic polynomial-time algorithm is presented for the Clique problem. The cas...
AbstractThe high degree subgraph problem is to find a subgraph H of a graph G such that the minimum ...
AbstractWe present and illustrate by a sequence of examples an algorithm paradigm for solving NP- ha...
Proc. International Conference on Fifth Generation Computer Systems 1988, 532-541The class NC con...
The class NC consists of problems solvable very fast (in time polynomial in log n) in parallel with ...
AbstractGiven a graph G and an integer r, does there exist a regular subgraph of G with degree r? In...
Abstract. The class of graphs where the size of a minimum vertex cover equals that of a maximum matc...
Abstract. In an edge modification problem one has to change the edge set of a given graph as little ...
This paper outlines the results and motivation of the paper [I], in which we showed, in a ur&.?‘...
AbstractWe study the complexity of the problem of deciding the existence of a spanning subgraph of a...
We study the complexity of the problem of deciding the existence of a spanning subgraph of a given g...
We investigate the computational complexity of a general "compression task" centrally occurring in t...
Longest directed path length (LDPL) is defined by the length of the longest path of the directed acy...
AbstractThis paper outlines the results and motivation of the paper [1], in which we showed, in a un...
Containing many classic optimization problems, the family of vertex deletion problems has an importa...
In this paper a deterministic polynomial-time algorithm is presented for the Clique problem. The cas...
AbstractThe high degree subgraph problem is to find a subgraph H of a graph G such that the minimum ...
AbstractWe present and illustrate by a sequence of examples an algorithm paradigm for solving NP- ha...
Proc. International Conference on Fifth Generation Computer Systems 1988, 532-541The class NC con...
The class NC consists of problems solvable very fast (in time polynomial in log n) in parallel with ...
AbstractGiven a graph G and an integer r, does there exist a regular subgraph of G with degree r? In...
Abstract. The class of graphs where the size of a minimum vertex cover equals that of a maximum matc...
Abstract. In an edge modification problem one has to change the edge set of a given graph as little ...