2011
DOI: 10.1007/978-3-642-21314-4_14
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Symbiosis Enables the Evolution of Rare Complexes in Structured Environments

Abstract: Abstract. We present a model that considers evolvable symbiotic associations between species, such that one species can have an influence over the likelihood of other species being present in its environment. We show that this process of 'symbiotic evolution' leads to rare and adaptively significant complexes that are unavailable via non-associative evolution.

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Cited by 7 publications
(8 citation statements)
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“…The grouping of evolved species or symbioses can be understood as a decomposition of the problem variables into sub-sets that are approximately independent from one another but strongly interdependent internally. The scalability of an associative optimisation process based on these principles is also shown to be algorithmically superior to non-associative evolution in a formal sense [85,46,84]. The associative memory principles discussed here may therefore help us better understand the mechanisms of major evolutionary transitions [42] (developed elsewhere [83,84]).…”
Section: Related Workmentioning
confidence: 99%
See 1 more Smart Citation
“…The grouping of evolved species or symbioses can be understood as a decomposition of the problem variables into sub-sets that are approximately independent from one another but strongly interdependent internally. The scalability of an associative optimisation process based on these principles is also shown to be algorithmically superior to non-associative evolution in a formal sense [85,46,84]. The associative memory principles discussed here may therefore help us better understand the mechanisms of major evolutionary transitions [42] (developed elsewhere [83,84]).…”
Section: Related Workmentioning
confidence: 99%
“…[12]) but in optimisation the ability to produce new combinations of successful features is highly-desirable [21,77,80,81]. Mills [46,47,44] shows that the automatic discovery and utilisation of modular structure in an optimisation problem, as facilitated by learned associations, can be used to provide significant optimisation performance (see also [26,27,84,93]). This result thereby shows that a distributed optimisation process, based on nothing more than repeated relaxation of state configurations plus local selfish reinforcement of connections has the effect not only of creating an associative memory of its past local optimisation behaviour but also generalising its past behaviour and enabling superior optimisation and, in the context of a multi-agent system, global adaptation.…”
Section: Memory Optimisation and Generalisationmentioning
confidence: 99%
“…The evolution of markers in this way can be seen as construction of an individual's social environment [12]. Group selection can be facilitated by such a process, as shown here and in other work [13,14]. In conventional altruist/ cheat dynamics involving the evolution of assortative markers there exists a possibility of cheats evolving the phenotypic altruistic marker, such as a green beard [2], signalling altruistic intent without actually posessing a cooperative gene.…”
Section: Discussionmentioning
confidence: 97%
“…AA vs BB) as would be more conventional in a single-species assortative grouping model (where relatedness and inclusive fitness concepts straightforwardly apply) ( 12). By using a polyspecies model we can show that the process we model significantly increases the likelihood of reaching a higher-utility ESS even in cases where the basin of attraction for high-utility ESSs is initially very small ( 13). Note that we do not change the interaction coefficients between species but only change the co-location or interaction probability of species.…”
mentioning
confidence: 98%
“…These small groups form because the co-occurrence of species within each sub-function is more reliable than the co-occurrence of species in different sub-functions. In ( 13) we provide a model where we assume that relationships form in a manner that reflects species cooccurrence at ESSs and show that this is sufficient to produce the same effects on attractors as those shown here. Using this abstraction we are also able to assess the scalability of the effect and show that it can evolve rare, high-fitness complexes that are unevolvable via non-associative evolution.…”
mentioning
confidence: 99%