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Stocks & Commodities V. 24:6 (21-30): Harnessing The (Mis)Behavior Of Markets by Rick Martinelli
Stocks & Commodities V. 24:6 (21-30): Harnessing The (Mis)Behavior Of Markets by Rick Martinelli
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Stocks & Commodities V. 24:6 (21-30): Harnessing The (Mis)Behavior Of Markets by Rick Martinelli
Do market prices vary due to large numbers of random effects such as the whims of individual traders?
In 1900, Louis Bachelier was awarded a doctorate from the University of Paris following his defense of a dissertation titled Thorie de la Spculation, an event that marked the first time a serious academic paper addressed the behavior of the financial markets. In his dissertation, Bachelier proposed that market prices vary due to large numbers ofrandom effects, such as the whims of individual traders, and hence can be modeled as Brownian motion. Slowly, the financial community adopted his ideas, which are now the foundation of modern financial engineering.
THE BROWNIAN MODEL
Three critical assumptions underlie the Brownian model, namely:
1. Price changes are statistically independent
2. Price changes are normally distributed, and
3. Price-change statistics do not vary over time.
The first assumption means that price changes behave like coin tosses, where the current change was not influenced by past changes and has no influence on future changes.
The second assumption says that the changes follow a bell-shaped curve. This assumption is relevant whenever random behavior is due to many small influences. It provides a distribution function characterized by only two parameters, the mean and standard deviation, and implies a certain contained behavior of the changes.
Do market prices vary due to large numbers of random effects such as the whims of individual traders?
In 1900, Louis Bachelier was awarded a doctorate from the University of Paris following his defense of a dissertation titled Thorie de la Spculation, an event that marked the first time a serious academic paper addressed the behavior of the financial markets. In his dissertation, Bachelier proposed that market prices vary due to large numbers ofrandom effects, such as the whims of individual traders, and hence can be modeled as Brownian motion. Slowly, the financial community adopted his ideas, which are now the foundation of modern financial engineering.
THE BROWNIAN MODEL
Three critical assumptions underlie the Brownian model, namely:
1. Price changes are statistically independent
2. Price changes are normally distributed, and
3. Price-change statistics do not vary over time.
The first assumption means that price changes behave like coin tosses, where the current change was not influenced by past changes and has no influence on future changes.
The second assumption says that the changes follow a bell-shaped curve. This assumption is relevant whenever random behavior is due to many small influences. It provides a distribution function characterized by only two parameters, the mean and standard deviation, and implies a certain contained behavior of the changes.
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