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Population / Mathematical and theoretical biology / Ethology / Economic growth / Goodwin model / Lotka–Volterra equation / Alfred J. Lotka / Differential equation / Nonlinear system / Predation / Science / Population ecology


A Contribution To Goodwin’s Growth Cycle Model From A System Dynamics Perspective
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Document Date: 2009-03-11 16:38:38


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City

Cottbus / /

Company

Volterra / /

Country

Germany / Norway / United States / Canada / United Kingdom / /

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Facility

University of Bergen / University of Bergen System Dynamics Group Department / Worcester Polytechnic Institute / University of Würzburg / /

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IndustryTerm

biological systems / /

Organization

University of Würzburg / Worcester Polytechnic Institute / System Dynamics Perspective Lars Weber Brandenburg University of Technology Cottbus Faculty Mechanical Engineering / Electrical Engineering and Economical Engineering / System Dynamics Society / University of Bergen System Dynamics Group Department / OECD / University of Bergen / /

Person

There / /

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Position

predator-prey model / model economic growth and business cycles / Model / System Dynamics The engineer / Chair / /

Region

Adriatic / /

Technology

Simulation / /

URL

www.wiwi.tucottbus.de/vwl1-makro / www.profkopf.de / www.wpi.edu / http /

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