<--- Back to Details
First PageDocument Content
Earth / J. Barkley Rosser /  Jr. / Fisheries science / C. S. Holling / Fisheries management / Lotka–Volterra equation / Ecological economics / Overfishing / Chaos theory / Environment / Environmental economics / Biology
Date: 2008-03-26 00:00:28
Earth
J. Barkley Rosser
Jr.
Fisheries science
C. S. Holling
Fisheries management
Lotka–Volterra equation
Ecological economics
Overfishing
Chaos theory
Environment
Environmental economics
Biology

COMPLEX DYNAMICS IN ECOLOGIC-ECONOMIC SYSTEMS

Add to Reading List

Source URL: cob.jmu.edu

Download Document from Source Website

File Size: 251,50 KB

Share Document on Facebook

Similar Documents

Mathematics / Science / Mathematical analysis / Differential equations / Mathematical modeling / Logistic function / Lotka–Volterra equation / Logistic map / Mathematical and theoretical biology / Demography / Population ecology / Population

Mathematical Biology Lecture notes for MATH 4333 Jeffrey R. Chasnov The Hong Kong University of

DocID: 1aaAP - View Document

Earth / J. Barkley Rosser /  Jr. / Fisheries science / C. S. Holling / Fisheries management / Lotka–Volterra equation / Ecological economics / Overfishing / Chaos theory / Environment / Environmental economics / Biology

COMPLEX DYNAMICS IN ECOLOGIC-ECONOMIC SYSTEMS

DocID: 19uRj - View Document

Interdisciplinary fields / Mathematical and theoretical biology / Mathematical model / Population model / Lotka–Volterra equation / Differential equation / MATLAB / Principal component analysis / Statistics / Mathematics / Science

Mathematical Models in Biology, An Introduction VersionElizabeth S. Allman1

DocID: 18URD - View Document

Statistics / Business / Predation / Operations research / Innovation / Lotka–Volterra equation / Diffusion of innovations / Population model / Alfred J. Lotka / Product management / Marketing / Science

A Two Population Model for the Stock Market Problem

DocID: 18zc7 - View Document