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models, and more generally in their understanding of complex inter-related evolving systems. Ultimately this maths finds it's roots in the work of Malthus and Sismondi, unfortunately the environmental and energy economist movements seem to have also inherited Malthus' pessimism lock, stock and barrel.
The physiocrats were also correct in their belief that land can provide value, in its role in capturing the sun's rays. Where Smith, Marx, Ricardo, Sraffa etc were correct was in their belief that value is an inherent quantity, embodied in the goods and services in the economy. However, as was found a
ply balances to equal the above demand, where supply costs of commodities are calculated by aggregating costs of inputs on a cost plus basis, as per Sraffa, (un-reconstituted) von Neumann, market-microstructure and post-Keynesian analyses, but done on a dynamic equilibrium basis. At this level, price
describe the dynamics of populations in ecological systems. Ultimately this dynamic approach goes back directly to the economic growth equations of Malthus and Sismondi. A basic Lotka-Volterra system consists of a population of prey (say rabbits) whose size is given by x, and a population of predators
clear that the models were modelling the economics of the classical economists; the economics of Smith, Ricardo, Marx, von Neumann (unmodified) and Sraffa. With hindsight this turned out to be a consequence of the second of the two original models I had proposed in 2006. In this model wealth is implic
cannot gain by consumption restraint for the two excellent reasons that there is no consumption to spare and no niche space if there were. Ricardo, Malthus and West all warned against rote replication in economies already developed. We must create means to make more from less. I suspect that we are up ag
ted as a prior claim on pay, just as with the firm. ] may have been the only person to think so since Quesnay and the physiocrats, although Mill and Sraffa might be interpreted that way. But who has thought what doesn’t matter. Quesnay’s idea is a mathematical possibility that must be addressed. I’ll ge
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