2 edition of Lotka-Volterra-approach to cooperation and competition in dynamic systems found in the catalog.
Lotka-Volterra-approach to cooperation and competition in dynamic systems
Meeting of UNESCO"s Working Group on System Theory (5th 1984 Eisenach, Germany)
Includes bibliographical references.
|Statement||edited by Werner Ebeling and Manfred Peschel.|
|Series||Mathematical research = Mathematische Forschung -- Bd. 23, Mathematical research -- Bd. 23|
|Contributions||Ebeling, Werner, 1936-, Peschel, Manfred.|
|LC Classifications||QA402 M44 1984|
|The Physical Object|
|Pagination||271 p. :|
|Number of Pages||271|
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Get this from a library. Lotka-Volterra-approach to cooperation and competition in dynamic systems: proceedings of the 5th Meeting of UNESCO's Working Group on System Theory held on the Wartburg, Eisenach (GDR), March[Werner Ebeling; Manfred Peschel; Unesco.
Working Group on Systems Analysis. Meeting]. The chapters present recent developments on topics involving the dynamic behavior of solutions and topics such as stability theory, permanence, persistence, extinction, existence of positive solutions for the Lotka-Volterra and related systems.
dynamic works to conceal the underlying geological and geopolitical trends. Modeling Predator-Prey Interactions " • The Lotka-Volterra model is the simplest model of predator-preyFile Size: KB. Synergetics has ties to many quite different disciplines as is clearly mirrored by the following articles.
Out of the many ties I pick here only one example which is alluded to in the title of this book. Indeed, there is an important branch of mathematics called dynamic systems theory for which the problems of Synergetics might become an eldorado.
A 'read' is counted each time someone views a publication summary (such as the title, abstract, and list of authors), clicks on a figure, or views or downloads the : Alexander Pechenkin. In book: Lotka-Volterra Approach to Cooperation and Competition in Dynamic Systems, Publisher: Akademie-Verlag, BerlinEditors: W.
Ebeling, M. Peschel, pp Cite this publication Werner. THEORETICAL POPULATION BIOL () Alternatives to Lotka-Volterra Competition: Models of Intermediate Complexity THOMAS W.
SCHOENER Department of Zoology, University of Washington, Seattle, Washington Received Octo A family of one-level differential-equation competition models in which two populations are limited by the energy flowing into the Cited by: 8) W.
Ebeling, M. Peschel (Eds.): "Lotka-Volterra-Approach to Cooperation and Competition in Dynamic Systems" ( pages). Akademie-Verlag Berlin 9) W.D.
Kraeft, D. Kremp, W. Ebeling, G. Röpke: "Quantum Statistics of Charged Particle Systems" ( pages). Akademie-Verlag BerlinPlenum Press New York/London Sigmund, K., “The Maximum Principle for Replicator Equations,” in W.
Ebeling and M. Peschel. eds., Lotka-Volterra Approach to Cooperation and Competition in Dynamic Systems, Akademie-Verlag, Berlin (DDR), Google ScholarCited by: 1. Allen P.M., Engelen G. () Modelling in Spatial Evolution of Population and Employment - The Case of the USA, in Ebeling W., Peschel M.
(eds.) Lotka- Volterra Approach to Cooperation and Competition Modelling in Dynamic System, Mathematical Research, Academie-Verlag, Berlin. Google ScholarCited by: 3.
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Proceedings of the 5th meeting of UNESCO's working group on system theory (systems analysis), Wartburg Eisenach (GDR), March 5 - 9,mathematical resea Akademie-Verlag, Berlin (), pp. Author: Klaus Dietz. Stanford Libraries' official online search tool for books, media, journals, databases, government documents and more.
In an ecosystem, in order to maintain sustainable development, the complex interplay between competition and cooperation, typically observed in predator–prey systems, create a sophisticated balance. Given that an ecosystem can be used as a masterpiece system, this sophisticated balance can provide suggestive ideas for identifying an optimal Cited by: The Lotka-Volterra approach was applied recently to model the microbiota of human patients and mouse models following antibiotic treatment and C.
difficile infection. The model revealed that a single commensal microbe, Clostridium scidens, explained a significant part of the protection in both mice and humans.
However, a community was always Cited by: The Maximum Principle for Replicator Equations, Lotka-Volterra Approach to Dynamical Systems, edited by M. Peschel Akademie Verlag, Berlin, (). with P. Schuster, Permanence and Uninvadability for Deterministic Population Models, Stochastic Phenomenia and Chaotic Behavior in Complex Systems, (ed.
Schuster) Springer-Verlag, Berlin. The book is subdivided into three parts, where Part I is focussing on economic evolution, Part II on geographical development and Part III is related to demographic change.
The present volume aims at providing a new look at this triangle in view of the classical background of discussions by introducing new research ideas focussing in nonlinear. AMANN,E., AND J. HOFBAUER(): "Permanence in Lotka-Volterra and Replicator Equations," in Lotka-Volterra Approach to Cooperation and Competition in Dynamical Systems, ed.
by W. Ebeling and M. Peschel. Berlin: Akademie-Verlag. AUMANN,R., AND (): "Epistemic Conditions for Nash. Running the Model. There are several ABM software packages available.
WMAs, with clients connected using a small. I Management of Computing and Information Systems UYZM This book constitutes the refereed proceedings of the 12th IFIP WG Working Conference on Virtual Enterprises, PRO-VEheld in Sao Paulo, Brazil, in October The 61 revised papers presented were carefully selected from numerous submissions.
In: Lotka-Volterra-Approach to Cooperation and Competition in Dynamical Systems, W Ebeling, M Peschel (Eds), Akademie-Verlag Berlin Bley T, Heinritz B, Schmidt A () Some stationary properties of a two-state microbial growth model for continuous fermentation derived from the Smith and Martin hypothesis.Charlotte Bruun (Editor) - Advances in Artificial Economics- The Economy as a Complex Dynamic System (Lecture Notes in Economics and Mathematical Systems) () pdf 5 Кб [UNITEXT - Collana di Fisica e Astronomia] Carlo M.
Becchi Massimo DElia - Introduction to the basic concepts of modern physics ( Springer).pdf pdf 1 Кб.Introduction Interspecific competition: early experiments and the competitive-exclusion principle The Lotka–Volterra competition equations Laboratory experiments and competition Resource-based competition theory Spatial competition and the competition–colonization trade-off Evidence for competition from nature 7.