Key Pages
Category: | Science and Technology |
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Information and Knowledge - mathematics, economics
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Outlook: |
Mathematical tools for discovering patterns in large databases, along with stochastic modeling, could contribute to better decision making in a range of fields.
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Summary Analysis: |
Technologies are increasingly available for collecting and storing massive amounts of data, whether about the movement of the equity markets, drug treatment outcomes, or changing air quality. Mathematical techniques will increasingly enable mining of this data to provide a basis for making effective decisions.
In the financial world, for example, large quantities of high-frequency data need to be processed effectively and efficiently so that opportunities can be quickly identified and acted upon 24 hours a day, 7 days a week. Rapid implementation of new mathematical models and algorithms, along with an expanding computing infrastructure, has the potential to meet this need. Statistical pattern recognition could be used to identify arbitrage opportunities and improve speculative trading. Integration of techniques from mathematical finance and insurance could lead to new products: catastrophe bonds, futures, and options; equity-linked life insurance; credit risk derivatives; and mortgage-backed securities. More financial decision making could be automated and made more effective by superior models, analytical tools, and processing systems. Advances in data mining are also likely to be made in the areas such as national security and crime detection. Advances will possibly come from the development of human-machine-synergistic methods, designed to maximize the different abilities of people and machines. This will require collaborative work between mathematicians and computer scientists and psychologists, in many ways parallel to the existing collaborations between mathematicians and computers scientists and biologists and chemists on projects such as genome mapping and pharmacological research. The highly visible collapses of Enron and LTCM have brought mathematics-based business into disrepute. In the case of Enron, however, the problems seem to have been associated with people and culture rather than with the underlying equations. |
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At A Glance: | When: |
3–10 years
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Where: |
Global
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How Fast: |
Years
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Likelihood: |
High
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Impact: |
Medium-High
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Controversy: |
Low
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