One of the main open problems within Genetic Programming (GP) is to meaningfully characterize the difficulty (or hardness) of a problem. The general goal is to develop predictive tools that can allow us to identify how difficult a problem is for a GP system to solve. In this work, we identify and compare two main approaches that address this question. We denote the first group of methods as Evolvability Indicators (EI), which are measures that attempt to capture how amendable the fitness landscape is to a GP search. The best examples of current EIs are the Fitness Distance Correlation (FDC) and the Negative Slope Coefficient (NSC). The second, more recent, group of methods are what we call Predictors of Expected Performance (PEP), which are...
Various methods have been defined to measure the hardness of a fitness function for evolutionary alg...
Genetic representations that do not employ a one-to-one mapping of genotype to phenotype are known a...
4siThe relationship between generalization and solutions functional complexity in genetic programmin...
One of the main open problems within Genetic Programming (GP) is to meaningfully characterize the di...
An open question within Genetic Programming (GP) is how to characterize problem difficulty. The goal...
In the field of Genetic Programming (GP) a question exists that is difficult to solve; how can probl...
During the development of applied systems, an important problem that must be addressed is that of ch...
During the development of applied systems, an important problem that must be addressed is that of ch...
The estimation of problem difficulty is an open issue in genetic programming (GP). The goal of this ...
The study of problem difficulty is an open issue in Genetic Programming (GP). Thegoal of this work i...
Abstract. This paper presents an investigation of genetic programming fitness landscapes. We propose...
International audienceThis paper presents an investigation of genetic programming fitness landscapes...
In this paper, the mathematical interpretation of correlation coefficient is reviewed to explain the...
The estimation of problem difficulty is an open issue in Genetic Programming(GP). The goal of this w...
International audienceThis paper revisits past works on fitness distance correlation (FDC) in relati...
Various methods have been defined to measure the hardness of a fitness function for evolutionary alg...
Genetic representations that do not employ a one-to-one mapping of genotype to phenotype are known a...
4siThe relationship between generalization and solutions functional complexity in genetic programmin...
One of the main open problems within Genetic Programming (GP) is to meaningfully characterize the di...
An open question within Genetic Programming (GP) is how to characterize problem difficulty. The goal...
In the field of Genetic Programming (GP) a question exists that is difficult to solve; how can probl...
During the development of applied systems, an important problem that must be addressed is that of ch...
During the development of applied systems, an important problem that must be addressed is that of ch...
The estimation of problem difficulty is an open issue in genetic programming (GP). The goal of this ...
The study of problem difficulty is an open issue in Genetic Programming (GP). Thegoal of this work i...
Abstract. This paper presents an investigation of genetic programming fitness landscapes. We propose...
International audienceThis paper presents an investigation of genetic programming fitness landscapes...
In this paper, the mathematical interpretation of correlation coefficient is reviewed to explain the...
The estimation of problem difficulty is an open issue in Genetic Programming(GP). The goal of this w...
International audienceThis paper revisits past works on fitness distance correlation (FDC) in relati...
Various methods have been defined to measure the hardness of a fitness function for evolutionary alg...
Genetic representations that do not employ a one-to-one mapping of genotype to phenotype are known a...
4siThe relationship between generalization and solutions functional complexity in genetic programmin...