COMPLEX SELF-ORGANISED SYSTEMS DYNAMICS OF POPULATION AND RESOURCES

First Page		Document Content
Date: 2011-03-31 04:54:36 Mathematical analysis Ordinary differential equations Demography Logistic function Pierre François Verhulst Exponential growth Linear differential equation Theoretical ecology Competitive Lotka–Volterra equations Differential equations Mathematics Population ecology		COMPLEX SELF-ORGANISED SYSTEMS DYNAMICS OF POPULATION AND RESOURCES Add to Reading List Source URL: www.mario-ludovico.com Download Document from Source Website File Size: 160,04 KB Share Document on Facebook

	Space-Time Dynamics in Video Feedback DocID: 17EQ3 - View Document
	Numerical examination of competitive and predatory behaviour for the Lotka-Volterra equations with diffusion based on the maximum-minimum theorem and the one-sided maximum principle DocID: 17C0N - View Document
	Digital Behaviours and Generative Music Dave Burraston Andrew Martin Creativity and Cognition Studios University of Technology, Sydney [removed] DocID: Zyva - View Document
	COMPLEX SELF-ORGANISED SYSTEMS DYNAMICS OF POPULATION AND RESOURCES DocID: 3Yah - View Document