Multiagent Simulation. The model contains interacting agents: customers, enterprises, market, stock market, labor market, mass media, bank, university. for European Community and NSF grants

1. Wealth Distribution Evolution in anAgent-based Computational Economics Artificial Economics 2010

2. The model interface Enterprise Customers Market Labor market Bank University State Mass media Stock market Current customers’ wealth

3. Model interface (1 of 2)

4. Model interface (2 of 2)

5. The aim of each customer is to increase its quality of life. The quality of life in the model consists of wealth and value of utility function corresponding to a customer’s individual consumption profile. Customer

6. Enterprise An enterprise is trying to find an optimal volume of output taking into account the balance between total income and total costs. It accomplishesits investment strategies in an effort to remove the mismatch between demand and supply on the market.

8. to continue producing increasing/decreasing production volume within the enterprise’s production capacity;

9. to extend capacity using:

10. internal funds;

12. sells a part of its production capacity;

14. Market provides customers with an access to goods produced by enterprises to customers and in such a way keeps the dynamic balance between the aggregate demand and aggregate supply, and forms an equilibrium price on the base of bargaining Market

15. Bank organizes money transactions among agents

16. LABOR MARKET lists vacancies that enterprises possess and send messagesabout them to the job seekers, and provides equilibrium between labor demandand supply; Labor market

17. Customer’s earnings Customers get their income in forms of salary depending on enterprise production volume and assortment, or redundancy payments from the state, and dividends and profits from stock market operations.

18. Customer’s expenses The volume of the consumed products combination shouldn’t be lower than customer’s survival level. Customer adjusts his level of consumption according to his profits. Current wealth is distributed in the following way: Taxes make up Bh, where  - taxes rate, 01; Current expenses βBh , where β - 0β1; Savings, aimed for requalification or education. Amount, remaining after taxes paying (1-)Bh. For current expenses β(1-)Bh. Cedu=1-β(1-)Bh remains for education.

19. Advertizing campaign Leftovers in the warehouse All the products sold: Customer’s consumption profile before the advertisement influence.. …and afterwards:

20. Customer’s wealth distribution evolution (1 of 2) To present the results of the research on the modification of the wealth distribution function we examined condition of wealth distribution during the first twelve years of model run with the following initial parameters: 300 customers and 5 enterprises in the model. The following figures show how the wealth distribution changes from the initial period to the twelfth year (624 model time steps). Original wealth distribution (rectangular) Wealth distribution six years later (gamma) Wealth distribution one year later (normal)

21. Customer’s wealth distribution evolution (1 of 2) Wealth distribution eight years later (normal) Wealth distribution twelve years later (rectangular) So we can observe the following steps in the evolution of the wealth distribution: uniform – normal – gamma – normal – uniform. We also found out that a group of customers with a much higher income (5-6 times higher than an average income) and a gap dividing the two groups of customers appear once we set some critical tax level (24%): Wealth distribution with high tax level