Abstract (EN):
The genetic and cultural evolutionary symbiosis of Memetic Algorithms (MAs) has been materialized into the form of a hybrid
global-local approach improving both exploration and exploitation properties of search. Instead of local search as performed in MAs,
the selfish gene algorithm (SGA) follows a different learning scheme where the conventional population of individuals is replaced by
a virtual population of alleles. In this paper a fusion of concepts proposed by MA and SGA is implemented. The proposed approach
is a mixed model applying multiple learning procedures aiming to explore the synergy of different cultural transmission rules into the
evolutionary process. The principal aspects of approach are: co-evolution of multiple populations, species conservation, migration
rules, self-adaptive multiple crossovers, local search in hybrid crossover with local genetic improvements, controlled mutation,
individual age control and features-based allele¿s statistics analysis. Most of these aspects are associated with some kind of problem
knowledge and learning from evolution classified as Lamarckian or Baldwinian. In the proposed approach all individuals generated
belong inherently to an enlarged population with age structure. Assuming that the age structured population is the virtual population
(VP) continuous statistical parameters of allele¿s population are updating at each generation. Thus, most promising alleles are
selected for genes. Then, generation of new individuals following SG theory is based on a pseudo-crossover scheme with changed
mating selection and offspring generation mechanisms influenced by best alleles in age-structured VP. Aiming to discuss the
capabilities of the proposed approach to deal with robust design optimization of hybrid composite structures a numerical example is
presented.
Language:
English
Type (Professor's evaluation):
Scientific
Notes:
Session on ¿Composite Material Optimization ¿ Smart Structures¿, Livro de resumos: pp.26, CD-ROM: paper ref 238 com 11 páginas
No. of pages:
11