Evolution of minimal metabolic networks WANG Chao April 11, 2006.

Slides:



Advertisements
Similar presentations
Micro Evolution -Evolution on the smallest scale
Advertisements

Unravelling the biochemical reaction kinetics from time-series data Santiago Schnell Indiana University School of Informatics and Biocomplexity Institute.
Chapter 5 Multiple Linear Regression
Population Genetics and Natural Selection
Introduction to Probability The problems of data measurement, quantification and interpretation.
Using phylogenetic profiles to predict protein function and localization As discussed by Catherine Grasso.
Uncertainty in Engineering The presence of uncertainty in engineering is unavoidable. Incomplete or insufficient data Design must rely on predictions or.
Darwinian Genomics Csaba Pal Biological Research Center Szeged, Hungary.
Chapter 19 Evolutionary Genetics 18 and 20 April, 2004
Effect of oxygen on the Escherichia coli ArcA and FNR regulation systems and metabolic responses Chao Wang Jan 23, 2006.
The variation in flux through any reaction can be related to its reaction mechanism, where the flux through the reaction is described as a function of.
Microevolution Chapter 18 contined. Microevolution  Generation to generation  Changes in allele frequencies within a population  Causes: Nonrandom.
E.coli aerobic/anaerobic switch study Chao Wang, Mar
The activity reaction core and plasticity of metabolic networks Almaas E., Oltvai Z.N. & Barabasi A.-L. 01/04/2006.
Regulated Flux-Balance Analysis (rFBA) Speack: Zhu YANG
Adaptive evolution of bacterial metabolic networks by horizontal gene transfer Chao Wang Dec 14, 2005.
Experimental and computational assessment of conditionally essential genes in E. coli Chao WANG, Oct
Evaluating Hypotheses
Pathway databases Goto S, Bono H, Ogata H, Fujibuchi W, Nishioka T, Sato K, Kanehisa M. (1997) Organizing and computing metabolic pathway data in terms.
Efficient Estimation of Emission Probabilities in profile HMM By Virpi Ahola et al Reviewed By Alok Datar.
Simulation Models as a Research Method Professor Alexander Settles.
Genetica per Scienze Naturali a.a prof S. Presciuttini Mutation Rates Ultimately, the source of genetic variation observed among individuals in.
Copyright © 2010, 2007, 2004 Pearson Education, Inc. Section 4-2 Basic Concepts of Probability.
The Science of Life Biology unifies much of natural science
Demetris Kennes. Contents Aims Method(The Model) Genetic Component Cellular Component Evolution Test and results Conclusion Questions?
Copyright © 2008 Pearson Education, Inc., publishing as Pearson Benjamin Cummings PowerPoint ® Lecture Presentations for Biology Eighth Edition Neil Campbell.
Lecture #23 Varying Parameters. Outline Varying a single parameter – Robustness analysis – Old core E. coli model – New core E. coli model – Literature.
Section 3: Beyond Darwinian Theory
BsysE595 Lecture Basic modeling approaches for engineering systems – Summary and Review Shulin Chen January 10, 2013.
1 Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Basic Principle of Statistics: Rare Event Rule If, under a given assumption,
Non-parametric Tests. With histograms like these, there really isn’t a need to perform the Shapiro-Wilk tests!
Transcriptional Regulation in Constraints-based metabolic Models of E. coli Published by Markus Covert and Bernhard Palsson, 2002.
Chapter 5 Characterizing Genetic Diversity: Quantitative Variation Quantitative (metric or polygenic) characters of Most concern to conservation biology.
The Optimal Metabolic Network Identification Paula Jouhten Seminar on Computational Systems Biology
Biology The Study of Life. Course Description "Biology of organisms and cells concerns living things, their appearance, different types of life, the scope.
Is the living cell simple or complex?
Hosted by Mr. Murdoch Living Environment Life Processes Experimental Design Cells Biochemistry
Presenter: Chih-Yuan Chou GA-BASED ALGORITHMS FOR FINDING EQUILIBRIUM 1.
Steady-state flux optima AB RARA x1x1 x2x2 RBRB D C Feasible flux distributions x1x1 x2x2 Max Z=3 at (x 2 =1, x 1 =0) RCRC RDRD Flux Balance Constraints:
Virus Evolution. Lecture 6. Chapter 20, pp. 759 – 777.
Natural Selection Natural selection is a major mechanism of evolution.
Coevolution in mutualistic communities Plants Animals Network structure for a plant-frugivore community in southeastern Spain. Bascompte and Jordano, 2007.
1 Departament of Bioengineering, University of California 2 Harvard Medical School Department of Genetics Metabolic Flux Balance Analysis and the in Silico.
PSYB4. Can you answer this question? Discuss the biological approach in psychology. Refer to at least one other approach in your answer (12 marks)
 Evolution is the change in the inherited traits of a population of organisms through successive generations  Two factors at work:  Processes that.
Metabolic pathway alteration, regulation and control (3) Xi Wang 01/29/2013 Spring 2013 BsysE 595 Biosystems Engineering for Fuels and Chemicals.
De novo discovery of mutated driver pathways in cancer Discussion leader: Matthew Bernstein Scribe: Kun-Chieh Wang Computational Network Biology BMI 826/Computer.
Purpose of the Experiment  Fluxes in central carbon metabolism of a genetically engineered, riboflavin-producing Bacillus subtilis strain were investigated.
Chapter 22 Descent with Modification: A Darwinian View.
Ecology --- primary definition The scientific study of how organisms interact with the natural world.
Chapter 23 Evolutionary Change in Populations. Population Genetics Evolution occurs in populations, not individuals Darwin recognized that evolution occurs.
1.A.1 Natural Selection Natural selection is a major mechanism of evolution.
Evolution of Populations. Individual organisms do not evolve. This is a misconception. While natural selection acts on individuals, evolution is only.
Evolution of Populations
Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display. Chapter 1 Lecture Slides.
LECTURE 9. Genetic drift In population genetics, genetic drift (or more precisely allelic drift) is the evolutionary process of change in the allele frequencies.
GENETIC ALGORITHM By Siti Rohajawati. Definition Genetic algorithms are sets of computational procedures that conceptually follow steps inspired by the.
Intro to microbial evolution
The Rest Of The Standards
System Biology ISA5101 Final Project
The Evolution of Populations
Evolution Standards Rachel Tumlin.
There is a Great Diversity of Organisms
There is a Great Diversity of Organisms on Planet Earth……….why?
Probability.
Jeffrey A. Fawcett, Hideki Innan  Trends in Genetics 
Computational Biology
AS Level Paper 1 and 2. A2 Level Paper 1 and 3 - Topics 1-4
Presentation transcript:

Evolution of minimal metabolic networks WANG Chao April 11, 2006

The diversity of these evolved minimal gene sets may be the product of three fundamental processes: 1.Differences in initial genetic makeup; 2.Variation in selective forces within host cells; 3.Differences in the order of gene deletions, resulting in a choice between alternative cellular pathways.

Using the metabolic network of Escherichia coli K12 as the model system has several advantages: 1.The best evidence for the presence of alternative pathways within and across species comes from studies of metabolic networks. 2.Flux balance analysis provides a rigorous modelling framework for studying the impact of gene deletions; the method relies on optimizing the steady-state use of the metabolic network to produce biomass components. 3.Not only is the metabolic network of E.coli K12 one of the best studied cellular subsystems, but this organism is also a close relative of several endosymbiotic organisms, including Buchnera aphidicola and Wigglesworthia glossinidia.

A simple algorithm for simulating gradual loss of metabolic enzymes. Remove a randomly chosen gene from the network and calculate the impact of this deletion on the production rate of biomass components (a proxy for fitness). If this rate is nearly unaffected, the deletion is assumed to be viable and the enzyme is considered to be permanently lost; otherwise, the gene is restored to the network. This procedure is repeated until no further enzymes can be deleted; that is, all remaining genes are essential for survival of the cell. This simulation was repeated 500 times, with each run providing an independent evolutionary outcome.

The resulting networks share on average 77% of their reactions, whereas only 25% would be shared by randomly deleting the same number of genes. This suggests that both selective constraints and historical contingencies influence the reductive evolution of metabolic networks.

Owing to alternative metabolic pathways in the original E. coli network, numerous functionally equivalent minimal networks are possible, even under identical selective conditions. Distribution of the number of contributing genes in simulated minimal networks. Minimal reaction networks contain, on average, 245±6.48 reactions; however, only 134 of these genes (~55%) have a predicted fitness effect in the full original E. coli network (arrow).

To compare the predictions against real evolutionary outcomes, divide the E. coli enzymes into two mutually exclusive groups: enzymes ubiquitously present in the simulated minimal reaction sets (group A), and enzymes absent in some or all of the simulated sets (group B). As expected, the fraction of enzymes with ubiquitous presence in the simulated minimal reaction sets (group A) is especially high in intracellular parasites and endosymbionts as compared with freeliving microbes.

To investigate further how accurately the model describes reductive evolution in nature, focus the simulations on three fully sequenced genomes of B. aphidicola strains and W. glossinidia. These are close relatives of E. coli with an evolved intracellular endosymbiotic lifestyle. Setting boundary conditions that mimic the relevant nutrient conditions and selective forces, perform simulations as described above. Detailed physiological studies have shown that Buchnera supply their aphid hosts with riboflavin and essential amino acids that are lacking in their hosts’ diets.

To quantify the agreement between the predictions and the observed reductive evolution in Buchnera, while considering gene-content variation in simulated minimal genomes, use a combined measure of sensitivity and specificity. For each of the Buchnera strains, the accuracy of the model is ~80% as compared with the 50% expected by chance. The model also accurately predicts several non-obvious features of Buchnera genomes: for example, the retention of particular reactions involved in oxidative phosphorylation and in pyruvate metabolism.

Consistent with the notion that genes vary widely in their propensity to be lost during reductive evolution, we find a strong correlation between the frequency of a reaction’s presence in the simulated reduced networks and its retention in Buchnera.

Metabolic pathways differ widely in their variability across simulated minimal sets. For example, it seems that there is only one way of producing some key cellular (biomass) components, including compounds for cell wall synthesis and some essential amino acids. By contrast, reactions involved in pyruvate metabolism, nucleotide salvage pathways or transport processes vary in their retention across simulations. For example, there are two distinct pathways by which E. coli can activate acetate to acetylcoenzyme A. These two pathways have been shown experimentally to compensate for deletions in each other in E. coli, at least under some nutritional conditions. Consistent with this observation, the simulated minimal reaction sets always contain only one of the two pathways; accordingly, Buchnera strains have retained only one of the two pathways.

To predict gene content of an organism with much less information on lifestyle. Wigglesworthia, another endosymbiont and close relative of E. coli, is an obvious choice.

Under a given selection pressure, simulated minimal reactions sets share 82% (Wigglesworthia) and 88% (Buchnera) of their reactions, respectively. This value drops to 65% when minimal gene sets across different models are compared. This suggests that variability in gene content among species reflects both variation in selection pressures and chance events in the evolutionary history of the endosymbionts. Each loss of a reaction reduces the space available for further reductive evolution. This is most obvious for physiologically fully coupled reactions (such as those in linear pathways), which can only fulfil their metabolic function together. As predicted, members of pairs are either lost or retained together in the investigated endosymbionts in 74–84% of cases, whereas only ~50–55% would be expected by chance.

Deviations between the model predictions and gene content of endosymbionts might be due to: Incomplete biochemical knowledge or inaccuracies in modelling the types and relative amounts of nutrient conditions and biosynthetic components. Hosts and endosymbionts interact in ways that are not completely understood, and biomass production may be only a rough proxy for endosymbiont fitness. It seems possible to take an organism’s ecology and to predict which genes it should have by in silico network analysis. Moreover, we find that evolutionary paths are contingent on prior gene deletion events, resulting in networks that generally do not represent the most economical solution in terms of the number of genes retained. Thus, history and chance seem to have significant roles not only in adaptive but also in reductive evolution of genomes.

~ The End ~