Hyman Minsky's strength was to integrate the disequilibrium and monetary views of Marx, Schumpeter, Fisher, Keynes and Kalecki into a coherent and convincing model of a capitalist economy. This lecture explains Kalecki's contribution and then verbally outlines the Financial Instability Hypothesis.
Read More »Crash Course in Non-Equilibrium Economics Lecture 2A
I regard Marx, Schumpeter, Fisher, Keynes, Kalecki and Goodwin as the major foundations of a non-equilibrium approach to economics. This lecture provides an overview of the first 4--including a non-orthodox interpretation of Marx that is bound to annoy Marxists but emphasizes his coherent analysis of the cyclical nature of capitalism
Read More »Crash Course in Non-Equilibrium Economics Lecture 1A
Lectures on non-equilibrium economics at FLACSO (Latin American Social Sciences Institute). This first lecture covers why economics must be a disequilibrium discipline, and why it has thus far failed to become one.
Read More »Crash Course in Non-Equilibrium Economics Lecture 1B
Lectures on non-equilibrium economics at FLACSO (Latin American Social Sciences Institute). This first lecture covers why economics must be a disequilibrium discipline, and why it has thus far failed to become one.
Read More »Chaotic Models In Minsky Part 1
Minsky has been designed to enable the construction of system dynamics models of the financial system, but it's equally at home building standard dynamic mathematical models. In these 2 videos I firstly demonstrate 4 famous chaotic models in Minsky--Lorenz, Double Pendulum, Duffing and Van Der Pol--and then build the Lorenz model in Minsky. We'd be delighted to have mathematicians download a copy of Minsky and start using it for teaching and other purposes
Read More »Chaotic Models In Minsky Part 2
Minsky has been designed to enable the construction of system dynamics models of the financial system, but it's equally at home building standard dynamic mathematical models. In these 2 videos I firstly demonstrate 4 famous chaotic models in Minsky--Lorenz, Double Pendulum, Duffing and Van Der Pol--and then build the Lorenz model in Minsky. We'd be delighted to have mathematicians download a copy of Minsky and start using it for teaching and other purposes
Read More »Minsky 1.0 Demo 16 Why Godley Tables matter
This is a quick demo of using the Godley Table feature of Minsky to add a necessary level of complexity to my monetary model of financial instability. It is very easy to add details like this--adding shareholders who receive dividends, and dividing the firm sector's accounts into a capital and a current account. It would be a nightmare to add the same levels of complexity using a standard system dynamics program like Vissim or Vensim.
Read More »Minsky 1.0 Demo #14 Competitors
#14 in a set of 15 videos showing how to use the first full release version of Minsky.
Read More »Minsky 1.0 Demo #15 Why Godley Tables?
#15 in a set of 15 videos showing how to use the first full release version of Minsky.
Read More »Minsky 1.0 Demo #12 Lorenz model
#12 in a set of 15 videos showing how to use the first full release version of Minsky.
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