It has pretty uniformly been the...Meadows, D. L., I. William W. Behrens, et al. (1974). Dynamics of Growth in a Finite World. Cambridge, Massachusets, Wright-Allesn Press.
'Dynamics of Growth in a Finite World' – Comprehensive Sensitivity Analysis The mathematical model basic to the results of 'The Limits to Growth' is found to be very sensitive to small parameter variations. By changing three parameters by 10% each in 1975 the world population collapse predicted...
Dynamics of Growth in a Finite World Wright-Allen Press, Inc., Massachusetts (1974) Google Scholar Meadows et al., 2005 D.H. Meadows, J. Randers, D.L. Meadows Limits to Growth, the 30 Year Update Earthscan, Sterling VA (2005) Google Scholar Mihalasky et al., 2011 M.J. Mihalasky...
When viewing the expenses in the details view or the grid view for a credit card expense, click the Split button to open a form that will allow the employee to split the expense. The split expenses will be displayed for the credit card expense in the list of expenses when...
He further argues that in the development and growth of an ecosystem, the flux network will increase its organisation in terms of energy and material (EM) throughput. He calls this process ‘ascendency’ in contrast to the activities of disorganised components, which he labels ‘overhead’. In...
evolution of cooperation. Finally, we apply the proposed framework to extract the actual dependence of the synergy factor on the size of a group from real-world collaboration data in science and technology. Our work provides a way to implement informed actions to boost cooperation in social ...
Nonequilibrium phase transitions play a pivotal role in broad physical contexts, from condensed matter to cosmology. Tracking the formation of nonequilibrium phases in condensed matter requires a resolution of the long-range cooperativity on ultra-short
When viewing the expenses in the details view or the grid view for a credit card expense, click the Split button to open a form that will allow the employee to split the expense. The split expenses will be displayed for the credit card expense in the list of expens...
It is a purpose of this paper to analyze the exploitation of the Lotka–Volterra predator–prey model, which is the most basic and important models in population dynamics. On the other hand, in the natural world, we sometimes need to reasonably control the population of the predator since ...
The parameter values used in the model are μG = 0.2 (dilution due to cell growth), N0 = 20 (cell capacity of a single trap), k = 10 (maximum rate of cell lysis), L0 = 1 (concentration of lysis protein resulting in half maximum lysis), n = 2 (Hill’s...