The edge-set encoding is a direct encoding for trees which directly repre-sents trees as sets of edges. In contrast to indirect representations, where usually standard operators are applied to a list of strings and the re-sulting phenotype is constructed by an appropriate genotype-phenotype mapping, encoding-specic initialization, crossover, and mutation oper-ators have been developed for the edge-set encoding, which are directly applied to trees. There are two dierent variants of operators: heuristic versions that consider the weights of the edges and non-heuristic versions. An investigation into the bias of the dierent variants of the operators shows that the heuristic variants are biased towards the minimum span-ning tree (MST), that mea...
This paper presents an experimental investigation into the properties of the optimal communication s...
A tree σ -spanner of a positively real-weighted n-vertex and m-edge undirected graph G is a spannin...
The minimum-weight spanning tree problem is one of the most typical and well-known problems of combi...
The edge-set encoding is a direct encoding for trees which directly represents trees as sets of edge...
The edge-set encoding is a direct tree encoding which applies search operators directly to trees rep...
Research has shown that for many single-objective graph problems where optimum solutions are compose...
In evolutionary algorithms a common method for encoding neural networks is to use a tree structured ...
Problem-specific encodings can improve the performance of metaheuristics, such as genetic algorithms...
The node-depth encoding has elements from direct and in-direct encoding for trees which encodes tree...
The features of an evolutionary algorithm that most determine its performance are the coding by whic...
AbstractThe node-depth encoding is a representation for evolutionary algorithms applied to tree prob...
Many graph problems seek subgraphs of minimum weight that satisfy the problems’ constraints. Example...
The research presented in this thesis lies at the interface between two distinct' fields: combinator...
In many applications of evolutionary algorithms the computational cost of applying operators and sto...
A tree sigma-spanner of a positively real-weighted n-vertex and m-edge undirected graph G is a spann...
This paper presents an experimental investigation into the properties of the optimal communication s...
A tree σ -spanner of a positively real-weighted n-vertex and m-edge undirected graph G is a spannin...
The minimum-weight spanning tree problem is one of the most typical and well-known problems of combi...
The edge-set encoding is a direct encoding for trees which directly represents trees as sets of edge...
The edge-set encoding is a direct tree encoding which applies search operators directly to trees rep...
Research has shown that for many single-objective graph problems where optimum solutions are compose...
In evolutionary algorithms a common method for encoding neural networks is to use a tree structured ...
Problem-specific encodings can improve the performance of metaheuristics, such as genetic algorithms...
The node-depth encoding has elements from direct and in-direct encoding for trees which encodes tree...
The features of an evolutionary algorithm that most determine its performance are the coding by whic...
AbstractThe node-depth encoding is a representation for evolutionary algorithms applied to tree prob...
Many graph problems seek subgraphs of minimum weight that satisfy the problems’ constraints. Example...
The research presented in this thesis lies at the interface between two distinct' fields: combinator...
In many applications of evolutionary algorithms the computational cost of applying operators and sto...
A tree sigma-spanner of a positively real-weighted n-vertex and m-edge undirected graph G is a spann...
This paper presents an experimental investigation into the properties of the optimal communication s...
A tree σ -spanner of a positively real-weighted n-vertex and m-edge undirected graph G is a spannin...
The minimum-weight spanning tree problem is one of the most typical and well-known problems of combi...