The problem of evolving an artificial ant to follow the Santa Fe trail is used to demonstrate the well known genetic programming feature of growth in solution length. Known variously as “bloat”, “redundancy”, “introns”, “fluff”, “Structural Complexity” with antonyms “parsimony”, “Minimum Description Length” (MDL) and “Occam’s razor”. Comparison with runs with and without fitness selection pressure shows the tendency for solutions to grow in size is caused by fitness based selection. We argue that such growth is inherent in using a fixed evaluation function with a discrete but variable length representation. Since with simple static evaluation search converges to mainly finding trial solutions with the same fitness as existing trial solution...
One of the greater issues in Genetic Programming (GP) is the computational effort required to run th...
A significant challenge in genetic programming is premature convergence to local optima, which often...
In tree-based genetic programming (GP) there is a tendency for the program trees to increase in size...
The problem of evolving, using mutation, an articial ant to follow the Santa Fe trail is used to stu...
Introduction The rapid growth of programs produced by genetic programming (GP) is a well documented...
The problem of programming an artificial ant to follow the Santa Fe trail is used as an example prog...
Bloat is one of the most widely studied phenomena in Genetic Programming (GP), it is normally define...
Genetic Programming is an evolutionary computation technique which searches for those computer progr...
In genetic programming, the size of a solution is typically not specified in advance and solutions o...
In artificial evolution individuals which perform as their parents are usually rewarded identically ...
In earlier work we predicted program size would grow in the limit at a quadratic rate and up to fift...
AbstractGenetic programming (GP), a widely used evolutionary computing technique, suffers from bloat...
Unnecessary growth in program size is known as bloat problem in Genetic Programming. There are a lar...
Genetic programming has highlighted the problem of bloat, the uncontrolled growth of the average siz...
The parsimony pressure method is perhaps the simplest and most frequently used method to control blo...
One of the greater issues in Genetic Programming (GP) is the computational effort required to run th...
A significant challenge in genetic programming is premature convergence to local optima, which often...
In tree-based genetic programming (GP) there is a tendency for the program trees to increase in size...
The problem of evolving, using mutation, an articial ant to follow the Santa Fe trail is used to stu...
Introduction The rapid growth of programs produced by genetic programming (GP) is a well documented...
The problem of programming an artificial ant to follow the Santa Fe trail is used as an example prog...
Bloat is one of the most widely studied phenomena in Genetic Programming (GP), it is normally define...
Genetic Programming is an evolutionary computation technique which searches for those computer progr...
In genetic programming, the size of a solution is typically not specified in advance and solutions o...
In artificial evolution individuals which perform as their parents are usually rewarded identically ...
In earlier work we predicted program size would grow in the limit at a quadratic rate and up to fift...
AbstractGenetic programming (GP), a widely used evolutionary computing technique, suffers from bloat...
Unnecessary growth in program size is known as bloat problem in Genetic Programming. There are a lar...
Genetic programming has highlighted the problem of bloat, the uncontrolled growth of the average siz...
The parsimony pressure method is perhaps the simplest and most frequently used method to control blo...
One of the greater issues in Genetic Programming (GP) is the computational effort required to run th...
A significant challenge in genetic programming is premature convergence to local optima, which often...
In tree-based genetic programming (GP) there is a tendency for the program trees to increase in size...