Quantitative Model on Economics

Kai Neumann

Model from perspective of factor Discrepancy

PI

Quantitative (system dynamics) model on economical developments

This quantitative model compares the average income and wealth of the people that earn above the average or those who lend money with those below average or those who borrow money.

It includes
- interest rates
- initial inequality
- savings quota
- money creation (the possibility of banks to lend more than they hold)
- productivity
The model allows to understand the basic developments and to try scenarios on
- degrowth, by trying a negative productivity
- re-coupling of financial and real economy by negative money creation
- use or harm of interest rates decoupled from productivity
In order to explore some scenarios I have saved with the model got the the factor "discrepancy" and look in its full view cockpit for the parameters and the scenarios.

Please discuss the model. If you want the model itself and not just the link let me know: info@ilsa.de (Kai Neumann)

Simulation results of factor Discrepancy

PI

This scenario (see the parameters on the right) shows a limit to the wealth of the others while the wealth of the rich still grows due to productivity gains The discrepancy thus continues to grow.

Simulation results of factor Money of the others

PI

The money of the others becomes negative.

Simulation results of factor Discrepancy

PI

This shows another scenario with less volume on the financial markets and lower interest rates. The total wealth of the rich is lower but it allows an continued increase of wealth for the others as well despite an increase of inequality.

Simulation results of factor Money of the others

PI

... showing the money situation

Simulation results of factor Discrepancy

PI

This scenario shows a zero productivity gain with decreasing money for the others

Simulation results of factor Discrepancy

PI

.... a negative development of productivity (e.g. less people being productive due to demographic change)

Simulation results of factor Discrepancy

PI

In this scenario the money creation (the extra money that banks create without a basis and yet they as part of the rich are allowed to earn interest rates from it) is reduced from 90 to 0 over the time period. Obviously it has only an influence on the total amount of money but less influence compared to productivity gains.

Simulation results of factor Discrepancy

PI

Productivity seems to be crucial as this and the following scenarios show ....

Simulation results of factor Discrepancy

PI

.... lower interest rates ...

Simulation results of factor Discrepancy

PI

... no interest rates ....