By the same authors

From the same journal

From the same journal

On the Advantages of Variable Length GRNs for the Evolution of Multicellular Developmental Systems

Research output: Contribution to journalArticle



Publication details

JournalIEEE Transactions on Evolutionary Computation
DatePublished - Feb 2013
Issue number1
Number of pages22
Pages (from-to)100-121
Original languageEnglish


Biological genomes have evolved over a period of millions of years and comprise thousands of genes, even for the simplest organisms. However, in nature, only 1–2% of the genes play an active role in creating and maintaining
the organism, while the majority are evolutionary fossils. This raises the question whether a considerably larger number of (partly redundant) genes are required in order to effectively build a functional developmental system, of which, in the final system only a fraction is required for the latter to function.
This paper investigates different approaches to creating artificial developmental systems (ADSs) based on variable length gene regulatory networks (GRNs). The GRNs are optimised using an evolutionary algorithm (EA). A comparison is made between the different variable length representations and fixed length representations. It is shown that variable length GRNs can achieve both reducing computational effort during optimisation and increasing speed and compactness of the resulting ADS,
despite the higher complexity of the encoding required. The results may also improve the understanding of how to effectively model GRN based developmental systems. Taking results of all experiments into account makes it possible to create an overall ranking of the different patterns used as a testbench in terms of their complexity. This ranking may aid to compare related work against. In addition this allows a detailed assessment of the ADS
used and enables the identification of missing mechanisms.

Discover related content

Find related publications, people, projects, datasets and more using interactive charts.

View graph of relations