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Economic Simulator

The Economic Simulator is a computer software simulating the economics of a country using the Tamari attractor equations. Using this simulator one can determine the economic situation of a specific country – whether it is stable (forecastable) or not - by finding the position of the solution of the country on the Economic Space.

Usage of the Economic Simulator
The Economic simulator analyses the current economic situation of a country, and forecasts its stability for the following years. Using the simulator one can compare the stability of different countries and forecast their future. The original parameters for each country are taken from the International Financial Statistics (IMF), and can be changed or updated manually each year. The equations for a specific country are solved using the economic parameters of the country.

The Economic Simulator software (Eco) can also be used to investigate other attractors: Ikeda, Lorenz, Pickover and Rossler attractors

The Economic Space
The economic stability of a country is determined by the position of its solution on the economic space. The Economic Space is a 3-dimensional space, where the coordinates are the Output (the country's output - Q), Money (the country's quantity of money - M1), and Pricing (the country's consumer price index - CPI). This space includes three 2-dimensions subspaces: The Keynes space of Output-Money [O,M], the Patinkin space of Output-Pricing [O,P], and the Friedman space of Money-Pricing [M,P].

The Tamari Equations
The Economic simulator uses the Tamari equations (of the [Tamari attractor]). These equations are:

Where the parameters of these equations are (giving here their values for the ideal country, Ecoland):

( 1 - u ) and ( 1 - i ) are Gresham coefficients which tell us the quantities of output and money brought to the markets for exchange.

Examples
Figures 3 and 4 show the solution of the Tamari Equations for a few sets of parameters, calculated using the economic simulator.

Figure 3 compares the solutions for Canada, United States and Australia This example shows that as the parameter c (printing) is greater in a country its trajectory is inflated. Canada and United States are still moved to the center in the stability/predictability area. Australia on the other hand is moved outside toward the instability/unpredictability area.

In Figure 4 we see again a calculation of the solution for Canada, this time using a different value for the c parameter the printing, leaving the values of the other parameters for Canada the same as in the previous example. Here again, increasing parameter c, i.e. printing more money, results in inflating the trajectory of the solution for this country, although Canada is still in the stability/predictability area for those parameters.