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The neoclassical theory of population dynamics in spatially homogeneous environments. (II) Non-monotonic dynamics, overshooting and oscillations
P. Vadasz, A. S. Vadasz
Mechanical Engineering
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Article
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peer-review
15
Scopus citations
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Dive into the research topics of 'The neoclassical theory of population dynamics in spatially homogeneous environments. (II) Non-monotonic dynamics, overshooting and oscillations'. Together they form a unique fingerprint.
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Keyphrases
Oscillation
100%
Population Dynamics
100%
Neoclassical Theory
100%
Spatially Homogeneous
100%
Homogeneous Environment
100%
Inflection Point
66%
Qualitative Features
66%
Population Growth
33%
Lag Phase
33%
Logistic Growth Curve
33%
Population number
33%
Initial Growth Stage
33%
Quantitative Features
33%
First-principles
33%
Classical Experiments
33%
Pearl
33%
Non-autonomous System
33%
Mathematics
Inflection Point
100%
Experimental Data
100%
Wide Range
50%
Autonomous System
50%
Shortfall
50%
Growth Curve
50%
Engineering
Inflection Point
100%
Lag Phase
50%
Ln Curve
50%
Growth Curve
50%
Autonomous System
50%
Shortfall
50%
Computer Science
Neoclassical Theory
100%
Inflection Point
66%
Logistic Growth
33%
Autonomous System
33%
Qualitative Feature
33%
Economics, Econometrics and Finance
Population Dynamics
100%
Overshooting
100%