Abstract
BackgroundA metabolism is a complex network of chemical reactions. This network synthesizes multiple small precursor molecules of biomass from chemicals that occur in the environment. The metabolic network of any one organism is encoded by a metabolic genotype, defined as the set of enzyme-coding genes whose products catalyze the network's reactions. Each metabolic genotype has a metabolic phenotype. We define this metabolic phenotype as the spectrum of different sources of a chemical element that a metabolism can use to synthesize biomass. We here focus on the element sulfur. We study properties of the space of all possible metabolic genotypes in sulfur metabolism by analyzing random metabolic genotypes that are viable on different numbers of sulfur sources.ResultsWe show that metabolic genotypes with the same phenotype form large connected genotype networks - networks of metabolic networks - that extend far through metabolic genotype space. How far they reach through this space depends linearly on the number of super-essential reactions. A super-essential reaction is an essential reaction that occurs in all networks viable in a given environment. Metabolic networks can differ in how robust their phenotype is to the removal of individual reactions. We find that this robustness depends on metabolic network size, and on other variables, such as the size of minimal metabolic networks whose reactions are all essential in a specific environment. We show that different neighborhoods of any genotype network harbor very different novel phenotypes, metabolic innovations that can sustain life on novel sulfur sources. We also analyze the ability of evolving populations of metabolic networks to explore novel metabolic phenotypes. This ability is facilitated by the existence of genotype networks, because different neighborhoods of these networks contain very different novel phenotypes.ConclusionsWe show that the space of metabolic genotypes involved in sulfur metabolism is organized similarly to that of carbon metabolism. We demonstrate that the maximum genotype distance and robustness of metabolic networks can be explained by the number of superessential reactions and by the sizes of minimal metabolic networks viable in an environment. In contrast to the genotype space of macromolecules, where phenotypic robustness may facilitate phenotypic innovation, we show that here the ability to access novel phenotypes does not monotonically increase with robustness.
Highlights
A metabolism is a complex network of chemical reactions
The set of all reactions used in this work is a subset of 1221 reactions out of 5871 reactions we curated previously [5] from the Kyoto Encyclopedia of Genes and Genomes (KEGG) [11]
We find that Ress decreases linearly with increasing metabolic network size (Additional file 2) and is described by the function Ress = Nmin(1+m)-Nm, In this equation, Nmin is the average size of minimal metabolic networks and m is the rate at which the number of essential reactions decreases with increasing metabolic network size
Summary
A metabolism is a complex network of chemical reactions. This network synthesizes multiple small precursor molecules of biomass from chemicals that occur in the environment. The ability to analyze different kinds of biological systems computationally has allowed a detailed characterization of genotype-phenotype maps can identify general features of genotype maps, as well as features that are specific to a system. In this work we concentrate on the genotype-phenotype maps of metabolic networks involved in the utilization of sulfur. Aim 1 is to examine how general earlier observations about the genotype-phenotype map of carbon metabolism are [5,6]. Aim 2 is to study how rapidly evolving populations of networks “discover” metabolic innovations in metabolic genotype space. We are interested in how the rate of discovery depends on the robustness of a metabolic system This robustness indicates a metabolic network’s ability to preserve its biosynthetic capacity upon random removal of reactions. We will ask whether the same holds for metabolic systems
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