Autocatalytic Sets and the Origin of Life
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Molecular Cooperation: a Self-Less Origin of Life N
XVIIIth Intl Conf on Origin of Life 2017 (LPI Contrib. No. 1967) 4122.pdf July 16-21, 2017 at UC San Diego, CA, USA Molecular Cooperation: A Self-less Origin of Life N. Lehman1 1Department of Chemistry, Portland State University * [email protected] Introduction: Molecular cooperation is the obligate dependence of multiple information- bearing molecules on the propagation of the system as a whole. In an RNA world, multiple types of such cooperation would have been possible [1], including simple reaction pathways with more than one informational reactant, polymer strands that interact to form a catalytic whole, cross- catalysis and cyclical-catalysis, a formal autocatalytic set, and perhaps even a hypercycle. I will discuss these various types of molecular cooperation and explore how they differ from “simple” chemistry that may have many reactants but no cooperative component. Reproduction, replication, and recombination: Living systems are characterized by the propagation and proliferation of informational units as a function of time. Szathmáry [2] intro- duced a distinction between replicators and reproducers. Here, I will expand on this difference, tie them into prebiotic chemistry, and emphazise that cooperation must have played a key role in the origins of life, rather than being a later evolutionary invention. Reproduction is the ability of one molecule to catalyze the production of other, similar molecules. Replication is a sub-set of reproduction whereby a template is used to augment the creation of a second molecule from the first, one monomer at a time. Recombination is the swapping of large blocks of genetic infor- mation, rather than a series of unit-by-unit replication events. -
Prebiological Evolution and the Metabolic Origins of Life
Prebiological Evolution and the Andrew J. Pratt* Metabolic Origins of Life University of Canterbury Keywords Abiogenesis, origin of life, metabolism, hydrothermal, iron Abstract The chemoton model of cells posits three subsystems: metabolism, compartmentalization, and information. A specific model for the prebiological evolution of a reproducing system with rudimentary versions of these three interdependent subsystems is presented. This is based on the initial emergence and reproduction of autocatalytic networks in hydrothermal microcompartments containing iron sulfide. The driving force for life was catalysis of the dissipation of the intrinsic redox gradient of the planet. The codependence of life on iron and phosphate provides chemical constraints on the ordering of prebiological evolution. The initial protometabolism was based on positive feedback loops associated with in situ carbon fixation in which the initial protometabolites modified the catalytic capacity and mobility of metal-based catalysts, especially iron-sulfur centers. A number of selection mechanisms, including catalytic efficiency and specificity, hydrolytic stability, and selective solubilization, are proposed as key determinants for autocatalytic reproduction exploited in protometabolic evolution. This evolutionary process led from autocatalytic networks within preexisting compartments to discrete, reproducing, mobile vesicular protocells with the capacity to use soluble sugar phosphates and hence the opportunity to develop nucleic acids. Fidelity of information transfer in the reproduction of these increasingly complex autocatalytic networks is a key selection pressure in prebiological evolution that eventually leads to the selection of nucleic acids as a digital information subsystem and hence the emergence of fully functional chemotons capable of Darwinian evolution. 1 Introduction: Chemoton Subsystems and Evolutionary Pathways Living cells are autocatalytic entities that harness redox energy via the selective catalysis of biochemical transformations. -
Quasispecies Theory in Virology
JOURNAL OF VIROLOGY, Jan. 2002, p. 463–465 Vol. 76, No. 1 0022-538X/02/$04.00ϩ0 DOI: 10.1128/JVI.76.1.463–465.2002 Copyright © 2002, American Society for Microbiology. All Rights Reserved. Quasispecies Theory in Virology Holmes and Moya claim that quasispecies is an unnecessary ular sort. Darwinian principles in connection with quasispecies and misleading description of RNA virus evolution, that virol- have been explicitly invoked by theoreticians and experimen- ogists refer to quasispecies inappropriately, and that there is talists alike (11, 13, 16, 35). little evidence of quasispecies in RNA virus evolution. They What is the evidence of quasispecies dynamics in RNA virus wish to look for other ideas in evolutionary biology and to set populations, and why is quasispecies theory exerting an influ- down an agenda for future research. I argue here that real virus ence in virology? The initial experiment with phage Q which quasispecies often differ from the theoretical quasispecies as provided the first experimental support for a quasispecies dy- initially formulated and that this difference does not invalidate namics in an RNA virus (14, 17) has now been carried out with quasispecies as a suitable theoretical framework to understand biological and molecular clones of representatives of the major viruses at the population level. groups of human, animal, and plant RNA viruses, including In the initial theoretical formulation to describe error-prone immunodeficiency viruses and hepatitis C virus, both in cell replication of simple RNA (or RNA-like) molecules, quasispe- culture and in vivo (11). Support for quasispecies has also cies were defined as stationary (equilibrium) mutant distribu- come from studies on replication of RNA molecules in vitro tions of infinite size, centered around one or several master (4). -
Comment on “Tibor Gánti and Robert Rosen” by Athel Cornish-Bowden
Comment on \Tibor G´anti and Robert Rosen" by Athel Cornish-Bowden Wim Hordijk SmartAnalaytiX.com, Lausanne, Switzerland Mike Steel Biomathematics Research Centre, University of Canterbury, Christchurch, New Zealand 1. Introduction In a recent article published in this journal [1], a comparison is made between Tibor G´anti's chemoton model and Robert Rosen's (M; R) systems. This com- parison is very insightful indeed. As the author remarks, these models seem to be two contrasting approaches, but upon closer inspection have more in common than one would initially think. At the end of the article, the author also briefly mentions related models, such as autopoietic systems and autocatalytic sets. In particular, autocatalytic sets are presented as follows [1]: \Autocatalytic sets (Kauffman, 1986) are the most different, because all of the others incorporate, at least implicitly, the idea that a min- imal self-organizing system must be small, i.e. that it must have a minimum of components. Kauffman, in contrast, made no such condition, but instead imagined self-organization as a property that might arise spontaneously in a system with enough weakly interact- ing components. As he assumed (reasonably) that the probability that any given component might catalyse a particular condensation reaction would be very small, this inevitably leads to the conclusion that the total number of components must be very large (at least Preprint submitted to Journal of Theoretical Biology October 10, 2015 millions) in order to have certainty that every reaction will have a catalyst." However, work on autocatalytic networks over the past 15 years has clearly established a contrary conclusion: autocatalytic sets of small size are not only predicted, but observed in simulations and the laboratory. -
Dynamics of a Discrete Hypercycle
Treball final de grau GRAU DE MATEMÀTIQUES Facultat de Matemàtiques i Informàtica Universitat de Barcelona Dynamics of a Discrete Hypercycle Autor: Júlia Perona García Directors: Dr. Ernest Fontich, Dr. Josep Sardanyés Realitzat a: Departament de Matemàtiques i Informàtica Barcelona, June 27, 2018 Abstract The concept of the Hypercycle was introduced in 1977 by Manfred Eigen and Peter Schuster within the framework of origins of life and prebiotic evolution. Hypercycle are catalytic sets of macromolecules, where each replicator catalyzes the replication of the next species of the set. This system was proposed as a possible solution to the information crisis in prebiotic evolution. Hypercycles are cooperative systems that allow replicators to increase their information content beyond the error threshold. This project studies the dynamics of a discrete-time model of the hypercycle consider- ing heterocatalytic interactions. To date, hypercycles’ dynamics has been mainly studied using continuous-time dynamical systems. We follow the Hofbauer’s discrete model [13]. First, we introduce some important and necessary mathematical notions. Then, we also review the biological concept of the hypercycle and some criticisms that it has received. We present a complete proof of the fact that the hypercycle is a cooperative system. Also, we present an analytic study of the fixed point in any dimension and its stability. In particular, in dimension three we prove that fixed point is globally asymptotically stable. In dimension four we have obtained a stable invariant curve for all values of the discreteness parameter. 2010 Mathematics Subject Classification. 37C05, 37N25 Acknowledgements I would like to thank my directors, Ernest and Josep, to support me throughout this project. -
The Molecular Underpinnings of Genetic Phenomena
Heredity (2008) 100, 6–12 & 2008 Nature Publishing Group All rights reserved 0018-067X/08 $30.00 www.nature.com/hdy SHORT REVIEW The molecular underpinnings of genetic phenomena N Lehman Department of Chemistry, Portland State University, Portland, OR, USA Epiphenomena are those processes that ostensibly have no whole organisms and populations may have their ultimate precedent at lower levels of scientific organization. In this evolutionary roots in the chemical repertoire of catalytic review, it is argued that many genetic processes, including RNAs. Some of these phenomena will eventually prove to be ploidy, dominance, heritability, pleiotropy, epistasis, muta- not only analogous but homologous to ribozyme activities. tional load and recombination, all are at least analogous to Heredity (2008) 100, 6–12; doi:10.1038/sj.hdy.6801053; biochemical events that were requisite features of the RNA published online 29 August 2007 world. Most, if not all, of these features of contemporary Keywords: RNA; ploidy; pleiotropy; epistasis; heritability; recombination Introduction Below are discussed seven well-known genetic pro- cesses for which a clear molecular basis can be The history of life, if traced with perfect detail, would postulated. By ‘molecular basis’ it is meant that a reveal a long and gradual expansion of networks of chemical property of biopolymers, usually RNA, can be chemical reactions. If viewed in less detail, a series of identified as a direct forbearer of the higher-order plateaus would be seen, each representing a discrete property observed in whole organisms. Again, an advancement in complexity (Fontana and Schuster, 1998; important aspect of this is the idea that many of these Hazen et al., 2007). -
Artificial Cell Research As a Field That Connects Chemical, Biological and Philosophical Questions
Zurich Open Repository and Archive University of Zurich Main Library Strickhofstrasse 39 CH-8057 Zurich www.zora.uzh.ch Year: 2016 Artificial cell research as a field that connects chemical, biological and philosophical questions Deplazes-Zemp, Anna Abstract: This review article discusses the interdisciplinary nature and implications of artificial cell research. It starts from two historical theories: Gánti’s chemoton model and the autopoiesis theory by Maturana and Varela. They both explain the transition from chemical molecules to biological cells. These models exemplify two different ways in which disciplines of chemistry, biology and philosophy canprofit from each other. In the chemoton model, conclusions from one disciplinary approach are relevant for the other disciplines. In contrast, the autopoiesis model itself (rather than its conclusions) is transferred from one discipline to the other. The article closes by underpinning the relevance of artificial cell research for philosophy with reference to the on-going philosophical debates on emergence, biological functions and biocentrism. DOI: https://doi.org/10.2533/chimia.2016.443 Posted at the Zurich Open Repository and Archive, University of Zurich ZORA URL: https://doi.org/10.5167/uzh-135057 Journal Article Published Version Originally published at: Deplazes-Zemp, Anna (2016). Artificial cell research as a field that connects chemical, biological and philosophical questions. CHIMIA International Journal for Chemistry, 70(6):443-448. DOI: https://doi.org/10.2533/chimia.2016.443 NCCR MoleCulaR SySteMS eNgiNeeRiNg CHIMIA 2016, 70, No. 6 443 doi:10.2533/chimia.2016.443 Chimia 70 (2016) 443–448 © Swiss Chemical Society Artificial Cell Research as a Field that Connects Chemical, Biological and Philosophical Questions Anna Deplazes-Zemp* Abstract: This review article discusses the interdisciplinary nature and implications of artificial cell research. -
Topological and Thermodynamic Factors That Influence the Evolution of Small Networks of Catalytic RNA Species
Downloaded from rnajournal.cshlp.org on September 24, 2021 - Published by Cold Spring Harbor Laboratory Press Topological and thermodynamic factors that influence the evolution of small networks of catalytic RNA species JESSICA A.M. YEATES,1 PHILIPPE NGHE,2 and NILES LEHMAN1 1Department of Chemistry, Portland State University, Portland, Oregon 97207, USA 2Laboratoire de Biochimie, École Supérieure de Physique et de Chimie Industrielles de la Ville de Paris (ESPCI Paris), PSL Research University, CNRS UMR 8231, 75231 Paris, France ABSTRACT An RNA-directed recombination reaction can result in a network of interacting RNA species. It is now becoming increasingly apparent that such networks could have been an important feature of the RNA world during the nascent evolution of life on the Earth. However, the means by which such small RNA networks assimilate other available genotypes in the environment to grow and evolve into the more complex networks that are thought to have existed in the prebiotic milieu are not known. Here, we used the ability of fragments of the Azoarcus group I intron ribozyme to covalently self-assemble via genotype-selfish and genotype-cooperative interactions into full-length ribozymes to investigate the dynamics of small (three- and four-membered) networks. We focused on the influence of a three-membered core network on the incorporation of additional nodes, and on the degree and direction of connectivity as single new nodes are added to this core. We confirmed experimentally the predictions that additional links to a core should enhance overall network growth rates, but that the directionality of the link (a “giver” or a “receiver”) impacts the growth of the core itself. -
Error Propagation in the Hypercycle
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by CERN Document Server Error propagation in the hypercycle P. R. A. Campos and J. F. Fontanari Instituto de F´ısica de S˜ao Carlos, Universidade de S˜ao Paulo Caixa Postal 369, 13560-970 S˜ao Carlos SP, Brazil P. F. Stadler Institut f¨ur Theorestische Chemie, Universit¨at Wien W¨ahringerstraße 17, A-1090 Wien, Austria The Santa Fe Institute, 1399 Hyde Park Rd., Santa Fe NM 87501, USA some pathological, discontinuous replication landscapes We study analytically the steady-state regime of a net- [4], the coexistence problem seems to be more pervasive, work of n error-prone self-replicating templates forming an as it is associated to the form of the growth functions in asymmetric hypercycle and its error tail. We show that the the chemical kinetics equations [5,6]. existence of a master template with a higher non-catalyzed In order to circumvent the aforementioned limitations self-replicative productivity, a, than the error tail ensures the of the quasispecies model, Eigen and Schuster proposed stability of chains in which m<n 1 templates coexist with the master species. The stability of− these chains against the the hypercycle [7], that is, a catalytic feedback network error tail is guaranteed for catalytic coupling strengths (K) whereby each template helps in the replication of the next of order of a. We find that the hypercycle becomes more sta- one, in a regulatory cycle closing on itself. This model ble than the chains only for K of order of a2. -
Chemical Oscillations 1
GENERAL I ARTICLE Chemical Oscillations 1. Basic Principles and Examples Monika Sharma and Pra'Veen Kumar A chemical reaction is usually thought of as coming to gether of reactant molecules to form products. The concen trations of initial components (reactants) decrease, and concentrations of products increase until they reach a well defined state: the equilibrium. This process is accompa nied by a decrease of the system free energy (compared at constant pressure and temperature), until it reaches a mini Monika Shanna is a JRF mum in the equilibrium. Thus, it follows from the nature of at the Protein Science and the law ofmass-action that every simple reaction approaches Engineering Unit, its equilibrium asymptotically, and the evolution of any Institute of Microbial Technology (IMTECH), physico-chemical system leads invariably to the steady Chandigarh. state ofmaximum disorder in the universe. Normally, chemi cal systems approach equilibrium in a smooth, frequently exponential relaxation. Under special circumstances, how ever, coherent behavior such as sustained oscillations are observed and the oscillations of chemical origin have been present as long as life itseH. Such reactions can be studied Praveen Kumar is using mathematical models, the Lotka-Volterra model be pursuing his PhD in ing the earliest and the simplest one. chemical dynamics at Panjab University, 1. Introduction Chandigarh. Every living system contains hundreds of chemical oscillators. Some examples are systems such as circadian clocks and rhyth mic activity -
Universal Motifs and the Diversity of Autocatalytic Systems
Universal motifs and the diversity of autocatalytic systems Alex Blokhuisa,b,c,d,1, David Lacostea, and Philippe Ngheb,1 aGulliver Laboratory, UMR CNRS 7083, Paris Sciences et Lettres University, Paris F-75231, France; bLaboratoire de Biochimie, UMR CNRS 8231, Chimie Biologie et Innovation, Ecole Superieure´ de Physique et de Chimie Industrielles de la ville de Paris, PSL University, Paris F-75231, France; cGroningen Institute for Evolutionary Life Sciences, University of Groningen, 9747 AG Groningen, The Netherlands; and dCentre for Systems Chemistry, Stratingh Institute, University of Groningen, 9747 AG Groningen, The Netherlands Edited by Peter Schuster, University of Vienna, Vienna, Austria, and approved September 1, 2020 (received for review June 30, 2020) Autocatalysis is essential for the origin of life and chemical evo- From this definition, we derive conditions to determine lution. However, the lack of a unified framework so far prevents whether a subnetwork embedded in a larger chemical network a systematic study of autocatalysis. Here, we derive, from basic can be catalytic or autocatalytic. These conditions provide a principles, general stoichiometric conditions for catalysis and auto- mathematical basis to identify minimal motifs, called autocat- catalysis in chemical reaction networks. This allows for a classifica- alytic cores. We found that cores have five fundamental cat- tion of minimal autocatalytic motifs called cores. While all known egories of motifs. They allow classification of all previously autocatalytic systems indeed contain minimal motifs, the classifica- described forms of autocatalysis, and also reveal hitherto uniden- tion also reveals hitherto unidentified motifs. We further examine tified autocatalytic schemes. We then study the kinetic condi- conditions for kinetic viability of such networks, which depends tions, which we call viability conditions, under which autocat- on the autocatalytic motifs they contain and is notably increased alytic networks can appear and be maintained on long timescales. -
Foldamer Hypothesis for the Growth and Sequence Differentiation of Prebiotic Polymers
Foldamer hypothesis for the growth and sequence differentiation of prebiotic polymers Elizaveta Gusevaa,b,c, Ronald N. Zuckermannd, and Ken A. Dilla,b,c,1 aLaufer Center for Physical and Quantitative Biology, Stony Brook University, Stony Brook, NY 11794; bDepartment of Chemistry, Stony Brook University, Stony Brook, NY 11794; cDepartment of Physics and Astronomy, Stony Brook University, Stony Brook, NY 11794; and dMolecular Foundry, Lawrence Berkeley National Laboratory, Berkeley, CA 94720 Contributed by Ken A. Dill, July 10, 2017 (sent for review December 8, 2016; reviewed by Hue Sun Chan and Steve Harvey) It is not known how life originated. It is thought that prebiotic that autocatalytic chain elongation arises from template-assisted processes were able to synthesize short random polymers. How- ligation and random breakage (13). Autocatalytic templating ever, then, how do short-chain molecules spontaneously grow of the self-replication of peptides has also been shown (14, longer? Also, how would random chains grow more informational 15). These are models of the “preinformational” world before and become autocatalytic (i.e., increasing their own concentra- heteropolymers begin to encode biological sequence–structure tions)? We study the folding and binding of random sequences relationships. of hydrophobic (H) and polar (P) monomers in a computational Another class of models describes a “postinformational” het- model. We find that even short hydrophobic polar (HP) chains can eropolymer world, in which there is already some tendency of collapse into relatively compact structures, exposing hydrophobic chains to evolve. In one such model, it is assumed that polymers surfaces. In this way, they act as primitive versions of today’s pro- serve as their own templates because of the ability of certain het- tein catalysts, elongating other such HP polymers as ribosomes eropolymers to concentrate their own precursors (16–19).