Box 2and FINDINGS REGARDING THE MARKET EVENTS OF MAY 6, 2010 The fact that these events happened imply that the system designers did not consider a worst case scenario. These worst scenario's should include a total system load throughput calculation. Those scenario's are relative easy to simulate. In financial dealing systems you have sellers (computers that supply money), buyers (computers that demand money) and a market. The market are computers which calculate the price based on supply and demand.
Consider that a computer want to sell 10000 shares and that the average number of shares traded per unit of time is 10 shares. For simplicity a unit of time 1 second. In this case the supply is greater than the demand that means the price will drop and 10 shares will be traded. In the next second the same scenario. On the supply side we have 10000 - 10 shares. On the demand side 10 shares. The price will drop and 10 shares will be traded. In the third until the sixties second the same will happen. Trade (average) 10 shares and the price will drop. After 60 seconds the situation becomes different because now the supply side (computers) and the demand side (computers) will be informed about the actual price. That means they will "see" that there is a drop in price, implying more supply than demand. (This drop in price will continue for at least the next 60 seconds). In this scenario the actual price is not the actual price but a price delayed with 60 seconds. What happens next are two opposite scenarios (or a combination there off). When is a question mark.
Next is written in Box 2:
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Figure 3 - Illustration of probabilistic cascade effects in systems with networked risks
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Column 'Field/modelling approach' in Table 1 shows: Catastrophe theory, sensitivity analysis, agent based models, chaos theory, cybernetics, heuristics, operations research, genetic algorithms.
This column gives the impression that you can solve all problems by using mathematics. Many problems in our world are human oriented and are partly based on culture, greed and religion. To solve those problems which means to make people happier requires education and tact. No mathematics is involved.
My concern is that those consequences are not discussed in the article. Too much emphasis is on networks.
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