An Exploration of Fitness Landscapes: Theory and Experiments
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
What Can We Learn from Fitness Landscapes?
What can we learn from fitness landscapes? The Harvard community has made this article openly available. Please share how this access benefits you. Your story matters Citation Hartl, Daniel L. 2014. “What Can We Learn from Fitness Landscapes?” Current Opinion in Microbiology 21 (October): 51–57. doi:10.1016/j.mib.2014.08.001. Published Version 10.1016/j.mib.2014.08.001 Citable link http://nrs.harvard.edu/urn-3:HUL.InstRepos:22898356 Terms of Use This article was downloaded from Harvard University’s DASH repository, and is made available under the terms and conditions applicable to Open Access Policy Articles, as set forth at http:// nrs.harvard.edu/urn-3:HUL.InstRepos:dash.current.terms-of- use#OAP Elsevier Editorial System(tm) for Current Opinion in Microbiology Manuscript Draft Manuscript Number: Title: What Can We Learn From Fitness Landscapes? Article Type: 22 Growth&Develop: prokaryotes (2014 Corresponding Author: Dr. Daniel Hartl, Corresponding Author's Institution: First Author: Daniel Hartl Order of Authors: Daniel Hartl Manuscript Click here to view linked References What Can We Learn From Fitness Landscapes? Daniel L. Hartl Department of Organismic and Evolutionary Biology Harvard University Cambridge, Massachusetts 02138 USA Contact information: Email: [email protected], TEL: 617-396-3917 In evolutionary biology, the fitness landscape of set of mutants is the mapping of genotypes onto phenotypes when the phenotype is fitness or some proxy for fitness such as growth rate or drug resistance. When the set of mutants is not too large, it is possible to create every possible combination of mutants and map these to fitness. -
1. Basis of Fitness Landscape
Optimisation Origin and definition of fitness landscape Position and goal 1. Basis of fitness landscape Fitness landscape analysis for understanding and designing local search heuristics Sebastien´ Verel LISIC - Universit´edu Littoral C^oted'Opale, Calais, France http://www-lisic.univ-littoral.fr/~verel/ The 51st CREST Open Workshop Tutorial on Landscape Analysis University College London 27th, February, 2017 Optimisation Origin and definition of fitness landscape Position and goal Outline of this part Basis of fitness landscape : introductory example (Done) brief history and background of fitness landscape fundamental definitions Optimisation Origin and definition of fitness landscape Position and goal Mono-objective Optimization Search space : set of candidate solutions X Objective fonction : quality criterion (or non-quality) f : X ! IR X discrete : combinatorial optimization X ⊂ IRn : numerical optimization Solve an optimization problem (maximization) ? X = argmaxX f or find an approximation of X ?. Optimisation Origin and definition of fitness landscape Position and goal Context : black-box optimization x −! −! f (x) No information on the objective definition function f Objective fonction : can be irregular, non continuous, non differentiable, etc. given by a computation or a simulation Optimisation Origin and definition of fitness landscape Position and goal Real-world black-box optimization : first example PhD of Mathieu Muniglia, Saclay Nuclear Research Centre (CEA), Paris x −! −! f (x) (73;:::; 8) −! −! ∆z P Multi-physic simulator Optimisation Origin and definition of fitness landscape Position and goal Search algorithms Principle Enumeration of the search space A lot of ways to enumerate the search space Using exact method : A?, Branch&Bound, etc. Using random sampling : Monte Carlo technics, approx. -
Geographic Differences in Sexual Reassortment in Rna Phage
ORIGINAL ARTICLE doi:10.1111/j.1558-5646.2010.01040.x GEOGRAPHIC DIFFERENCES IN SEXUAL REASSORTMENT IN RNA PHAGE Kara J. O’Keefe,1,2 Olin K. Silander,3 Helen McCreery,4 Daniel M. Weinreich,5 Kevin M. Wright,6 Lin Chao,7 Scott V. Edwards,2 Susanna K. Remold,8 and Paul E. Turner1,9 1Department of Ecology and Evolutionary Biology, Yale University, New Haven, Connecticut 06520-8106 2Department of Organismic and Evolutionary Biology, Harvard University, Cambridge, Massachusetts 02138 3Core Program Computational and Systems Biology, Biozentrum, University of Basel, Basel, Switzerland 4Department of Civil and Environmental Engineering, Massachusetts Institute of Technology, Cambridge, Massachusetts 02139 5Department of Ecology and Evolutionary Biology, Brown University, Providence, Rhode Island 02912 6Department of Biology, Duke University, Durham, North Carolina 27708 7Section of Ecology, Evolution and Behavior, University of California, San Diego, La Jolla, California 92093 8Department of Biology, University of Louisville, Louisville, Kentucky 40292 9E-mail: [email protected] Received November 5, 2008 Accepted April 20, 2010 The genetic structure of natural bacteriophage populations is poorly understood. Recent metagenomic studies suggest that phage biogeography is characterized by frequent migration. Using virus samples mostly isolated in Southern California, we recently showed that very little population structure exists in segmented RNA phage of the Cystoviridae family due to frequent segment reassortment (sexual genetic mixis) between unrelated virus individuals. Here we use a larger genetic dataset to examine the structure of Cystoviridae phage isolated from three geographic locations in Southern New England. We document extensive natural variation in the physical sizes of RNA genome segments for these viruses. -
Predictability of a Large Intragenic Fitness Landscape
On the (un)predictability of a large intragenic fitness landscape Claudia Banka,b,c,1, Sebastian Matuszewskib,c,1, Ryan T. Hietpasd,e, and Jeffrey D. Jensenb,c,2,3 aInstituto Gulbenkian de Ciencia,ˆ 2780-156 Oeiras, Portugal; bSchool of Life Sciences, Ecole Polytechnique Fed´ erale´ de Lausanne, 1015 Lausanne, Switzerland; cSwiss Institute of Bioinformatics, 1015 Lausanne, Switzerland; dEli Lilly and Company, Indianapolis, IN 46225; and eDepartment of Biochemistry & Molecular Pharmacology, University of Massachusetts Medical School, Worcester, MA 01605 Edited by Andrew G. Clark, Cornell University, Ithaca, NY, and approved October 11, 2016 (received for review August 2, 2016) The study of fitness landscapes, which aims at mapping geno- of previously observed beneficial mutations or on the dissection types to fitness, is receiving ever-increasing attention. Novel exper- of an observed adaptive walk (i.e., a combination of muta- imental approaches combined with next-generation sequencing tions that have been observed to be beneficial in concert). (NGS) methods enable accurate and extensive studies of the fitness Secondly, theoretical research has proposed different land- effects of mutations, allowing us to test theoretical predictions scape architectures [such as the House-of-Cards (HoC), the and improve our understanding of the shape of the true under- Kauffman NK (NK), and the Rough Mount Fuji (RMF) model], lying fitness landscape and its implications for the predictability studied their respective properties, and developed a number and repeatability of evolution. Here, we present a uniquely large of statistics that characterize the landscape and quantify the multiallelic fitness landscape comprising 640 engineered mutants expected degree of epistasis (i.e., interaction effects between that represent all possible combinations of 13 amino acid-changing mutations) (10–14). -
Michael Behe Makes the Argument That
Opening the Black Box Throughout “Darwin’s Black Box”, Michael Behe makes the argument that Darwinian evolution can’t be used as a universal explanation for all of life, because it can’t account for irreducibly complex organisms. However, Behe also neglects to acknowledge any existing research that suggests otherwise. A study conducted at Michigan State University by scientist Richard Lenski has shown that there could be a scientific explanation for these seemingly irreducibly complex organism, and that Behe shouldn’t be so quick to point to a supernatural solution, or to call it quits so soon when his mousetrap breaks. While Behe may think he has all the answers, contrary research has shown there are other answers worth consideration. Behe begins his argument by introducing the idea of organisms that are irreducibly complex, otherwise defined as a “single system composed of several well-matched, interacting parts that contribute to the basic function of the system, wherein the removal of any one of the parts causes the system to effectively cease functioning” (Darwin’s Black Box, 39). In order to demonstrate this principle, Behe raises the example of a mousetrap. He argues that if you remove one part of a mousetrap, it will cease to function, and because of this, all of the parts must have evolved simultaneously in order for a mousetrap to exist, therefor rendering it irreducibly complex. However, is any of this really true? Besides the holes in Behe’s mousetrap argument, there also lies the fact that mousetraps are not living creatures and therefore are incapable of evolution. -
Myths and Legends of the Baldwin Effect
Myths and Legends of the Baldwin Effect Peter Turney Institute for Information Technology National Research Council Canada Ottawa, Ontario, Canada, K1A 0R6 [email protected] Abstract ary computation when there is an evolving population of learning individuals (Ackley and Littman, 1991; Belew, This position paper argues that the Baldwin effect 1989; Belew et al., 1991; French and Messinger, 1994; is widely misunderstood by the evolutionary Hart, 1994; Hart and Belew, 1996; Hightower et al., 1996; computation community. The misunderstandings Whitley and Gruau, 1993; Whitley et al., 1994). This syn- appear to fall into two general categories. Firstly, ergetic effect is usually called the Baldwin effect. This has it is commonly believed that the Baldwin effect is produced the misleading impression that there is nothing concerned with the synergy that results when more to the Baldwin effect than synergy. A myth or legend there is an evolving population of learning indi- has arisen that the Baldwin effect is simply a special viduals. This is only half of the story. The full instance of synergy. One of the goals of this paper is to story is more complicated and more interesting. dispel this myth. The Baldwin effect is concerned with the costs Roughly speaking (we will be more precise later), the and benefits of lifetime learning by individuals in Baldwin effect has two aspects. First, lifetime learning in an evolving population. Several researchers have individuals can, in some situations, accelerate evolution. focussed exclusively on the benefits, but there is Second, learning is expensive. Therefore, in relatively sta- much to be gained from attention to the costs. -
Chapter 6.Qxp
Testing Darwin Digital organisms that breed thousands of times faster than common bacteria are beginning to shed light on some of the biggest unanswered questions of evolution BY CARL ZIMMER F YOU WANT TO FIND ALIEN LIFE-FORMS, does this. Metabolism? Maybe not quite yet, but Ihold off on booking that trip to the moons of getting pretty close.” Saturn. You may only need to catch a plane to East Lansing, Michigan. One thing the digital organisms do particularly well is evolve. “Avida is not a simulation of evolu- The aliens of East Lansing are not made of car- tion; it is an instance of it,” Pennock says. “All the bon and water. They have no DNA. Billions of them core parts of the Darwinian process are there. These are quietly colonizing a cluster of 200 computers in things replicate, they mutate, they are competing the basement of the Plant and Soil Sciences building with one another. The very process of natural selec- at Michigan State University. To peer into their tion is happening there. If that’s central to the defi- world, however, you have to walk a few blocks west nition of life, then these things count.” on Wilson Road to the engineering department and visit the Digital Evolution Laboratory. Here you’ll It may seem strange to talk about a chunk of find a crew of computer scientists, biologists, and computer code in the same way you talk about a even a philosopher or two gazing at computer mon- cherry tree or a dolphin. But the more biologists itors, watching the evolution of bizarre new life- think about life, the more compelling the equation forms. -
Evolution & Development
DOI: 10.1111/ede.12315 RESEARCH Developmental structuring of phenotypic variation: A case study with a cellular automata model of ontogeny Wim Hordijk1 | Lee Altenberg2 1Konrad Lorenz Institute for Evolution and Cognition Research, Klosterneuburg, Abstract Austria Developmental mechanisms not only produce an organismal phenotype, but 2University of Hawai‘iatMānoa, they also structure the way genetic variation maps to phenotypic variation. ‘ Honolulu, Hawai i Here, we revisit a computational model for the evolution of ontogeny based on Correspondence cellular automata, in which evolution regularly discovered two alternative Wim Hordijk, Konrad Lorenz Institute for mechanisms for achieving a selected phenotype, one showing high modularity, Evolution and Cognition Research, the other showing morphological integration. We measure a primary variational Martinstrasse 12, 3400 Klosterneuburg, Austria. property of the systems, their distribution of fitness effects of mutation. We find Email: [email protected] that the modular ontogeny shows the evolution of mutational robustness and ontogenic simplification, while the integrated ontogeny does not. We discuss the wider use of this methodology on other computational models of development as well as real organisms. 1 | INTRODUCTION summarize, “almost anything can be changed if it shows phenotypic variation” and “combinations of traits, even The idea that phenotypic variation could ever be those unfavorably correlated, can be changed”). Once the “unbiased” is a historical artifact coming from two main premises of this “pan‐variationism” are accepted, pans- sources: First were the early characterizations of quanti- electionism is the natural conclusion—in other words, if tative genetic variation for single traits or small numbers variation is diffusing in every phenotypic direction, the of traits. -
Life's Conservation Law: Why Darwinian
William A. Dembski and Robert J. Marks II, "Life's Conservation Law: Why Darwinian Evolution Cannot Create Biological Information" in Bruce Gordon and William Dembski, editors, The Nature of Nature (Wilmington, Del.: ISI Books, 2011) pp.360-399 E F E IS an irn:volcaIJ!e selection and exclusion. as when you marry one woman you up all the so when you take one course of action you up all the other courses."4 Intelligence creates information. Bur is the causal power of Darwin's main claim to fame is that he is supposed to have a that could create informa- tion without the need intelligence. Interestingly, he to this mechanism as "natural selection." Sel.e~tion, as understood before had been an activity confined to intelligent agents. Darwll1 s great coup was to the power to nature-hence "natural selection." as conceived Darwin and his acts without is non-teleo- and therefore unintelligent. As genetlClst Coyne puts it in opposing intdlige:nt "If we're to defend we must defend it as a science: a in which the of life results from the action natural selection and on random mutations."5 But do and Darwinists insist that to count as must be non-teleological?6 did that rule come from? The of with the sciences is itselfa well-established science-it's called engineering. conceived, to the engi- ne.:::nng SCIences. 1. THE CREATION OF INFORMATION But to return to the at does nature really possess the power to select and th,>rph" create To answer this we to turn to relation between po~,sit)ilil:ies to create inlonnal:1011. -
Evolution in the Weak-Mutation Limit: Stasis Periods Punctuated by Fast Transitions Between Saddle Points on the Fitness Landscape
Evolution in the weak-mutation limit: Stasis periods punctuated by fast transitions between saddle points on the fitness landscape Yuri Bakhtina, Mikhail I. Katsnelsonb, Yuri I. Wolfc, and Eugene V. Kooninc,1 aCourant Institute of Mathematical Sciences, New York University, New York, NY 10012; bInstitute for Molecules and Materials, Radboud University, NL-6525 AJ Nijmegen, The Netherlands; and cNational Center for Biotechnology Information, National Library of Medicine, NIH, Bethesda, MD 20894 Contributed by Eugene V. Koonin, December 16, 2020 (sent for review July 24, 2020; reviewed by Sergey Gavrilets and Alexey S. Kondrashov) A mathematical analysis of the evolution of a large population occur (9, 10). The long intervals of stasis are punctuated by short under the weak-mutation limit shows that such a population periods of rapid evolution during which speciation occurs, and the would spend most of the time in stasis in the vicinity of saddle previous dominant species is replaced by a new one. Gould and points on the fitness landscape. The periods of stasis are punctu- Eldredge emphasized that PE was not equivalent to the “hopeful ated by fast transitions, in lnNe/s time (Ne, effective population monsters” idea, in that no macromutation or saltation was proposed size; s, selection coefficient of a mutation), when a new beneficial to occur, but rather a major acceleration of evolution via rapid mutation is fixed in the evolving population, which accordingly succession of “regular” mutations that resulted in the appearance of moves to a different saddle, or on much rarer occasions from a instantaneous speciation, on a geological scale. -
The Landscape of Innovation in Bacteria, Battleships, and Beyond Downloaded by Guest on October 1, 2021 Thus, Fig
SPECIAL FEATURE: PERSPECTIVE The landscape of innovation in bacteria, battleships, and beyond SPECIAL FEATURE: PERSPECTIVE Terence C. Burnhama,b,1 and Michael Travisanoc,d,1,2 Edited by Simon A. Levin, Princeton University, Princeton, NJ, and approved November 18, 2020 (received for review August 12, 2020) We draw lessons from microbial experimental evolution and naval warfare to improve the understanding of innovation in financial markets. Major financial innovations often arise without explicit societal planning because novel approaches can be favored by markets, in a manner strikingly parallel to natural selection. We utilize the concept of an adaptive landscape to characterize environments that increase the speed and magnitude of innovation. We apply this adaptive landscape framework to innovation in portfolio management. We create a general taxonomy for understanding and nurturing innovation. adaptation | experimental evolution | finance | innovation What environmental characteristics favor innovation? relationship between design and performance. Con- We begin with an examination of innovation evident in sequently, both battleship and bacterial innovation naval warfare, primarily the design and function of can be represented in a similar adaptive landscape. battleships. Improvements in battleships suggest that We draw general lessons regarding approaches to fierce competition fosters innovation. innovation, aided by the adaptive landscape repre- While the battleship heuristic appears straightfor- sentation. The goal is to understand innovation in ward, the study of any historical set of innovations has finance and other domains. From this perspective, we the challenge of disentangling causation from corre- analyze one area of finance: the management of lation. Without a time machine, we cannot be sure of investment portfolios. -
Epistasis and the Structure of Fitness Landscapes: Are Experimental Fitness Landscapes Compatible with Fisher’S Geometric Model?
Epistasis and the structure of fitness landscapes: are experimental fitness landscapes compatible with Fisher’s geometric model? François Blanquart1,2*, Thomas Bataillon1. 1. Bioinformatics Research Centre, Aarhus University. 8000C Aarhus, Denmark. 2. Department of Infectious Disease Epidemiology, Imperial College London, St Mary's Campus, London, United Kingdom. François Blanquart Department of Infectious Disease Epidemiology Imperial College London, St Mary's Campus Norfolk Place, W2 1PG London United Kingdom. [email protected] Key words: fitness landscape, mutational network, epistasis, adaptation, Fisher's geometric model, antibiotic resistance 1 Abstract The fitness landscape defines the relationship between genotypes and fitness in a given environment, and underlies fundamental quantities such as the distribution of selection coefficient, or the magnitude and type of epistasis. A better understanding of variation of landscape structure across species and environments is thus necessary to understand and predict how populations will adapt. An increasing number of experiments investigates the properties of fitness landscapes by identifying mutations, constructing genotypes with combinations of these mutations, and measuring the fitness of these genotypes. Yet these empirical landscapes represent a very small sample of the vast space of all possible genotypes, and this sample is often biased by the protocol used to identify mutations. Here we develop a rigorous statistical framework based on Approximate Bayesian Computation to address these concerns, and use this flexible framework to fit a broad class of phenotypic fitness models (including Fisher’s model) to 26 empirical landscapes representing 9 diverse biological systems. In spite of uncertainty due to the small size of most published empirical landscapes, the inferred landscapes have similar structure in similar biological systems.