Computer Science Approaches to Finance Problems: Computational Complexity and Efficient Algorithms
Computer Science Approaches to Finance Problems: Computational Complexity and Efficient Algorithms
批准号:
9988376
负责人:
Ming-Yang Kao
金额:
$30.0万
依托单位:
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
2000
资助国家:
美国
项目状态:
已结题
起止时间:
2000-09-01 至 2001-11-30
中文摘要
主要研究者:高铭洋机构:耶鲁大学提案编号:9988376在科学学科中,重要的问题有时会被过度建模假设掉,这会导致知识的丢失。 这种过度建模通常是由所涉及的问题的分析或计算困难引起的。 通过将当前解决方案的现有平衡建模、分析和计算组件转移到一个问题上,人们不可避免地会发现新的技术。 第一个是探索金融建模和计算之间的权衡,重点是推进实际和理论金融问题的计算技术。 第二个是发展金融思想来帮助解决计算机科学问题。 第三个目标是提出新的金融问题,打破传统的金融研究范式。本项目在计算金融的五个相互关联的领域中追求这三个主题:(1)市场建模,(2)投资和交易算法,(3)风险管理,(4)市场指数设计,(5)拍卖。对于市场建模领域,主要目标是研究短期可预测性的股票市场使用代理为基础的方法。对于投资交易算法领域,本项目主要研究两个基本问题:(1)什么样的信息可以用来提高投资组合的绩效;(2)如何衡量投资交易算法的绩效。 因此,这一领域可以为长期投资者,如那些谁储蓄退休。对于风险管理领域,本项目调查两个基本问题:(1)如何评估资产组合的风险;(2)如何设计满足安全要求的最优投资组合。这方面的结果可以用来帮助机构投资者发现和最小化不必要的风险。新的优化问题将被公式化,以帮助设计投资组合,这些投资组合比流行的市场指数更容易管理,但可以跟踪或超越指数。对于拍卖领域,主要目标是使用拍卖算法来设计计算机科学问题的解决方案。 为此,该项目将确定拍卖原语,可以用来构建复杂的拍卖机制。
英文摘要
PI: Ming-Yang KaoInstitution: Yale UniversityProposal Number: 9988376In scientific disciplines, significant issues are sometimes assumedaway by overmodeling, which results in lost knowledge. Suchovermodeling is often caused by analytical or computational difficultyof the issues involved. By shifting the existing balance amongmodeling, analytical, and computational components of the currentsolution to an issue, one inevitably discovers new technologies.Motivated by this research philosophy, this project has three generalthemes. The first is to explore trade-offs between modeling andcomputation in finance with emphasis on advancing computationaltechnologies for practical and theoretical finance problems. Thesecond is to develop finance ideas to help solve computer scienceproblems. The third is to formulate novel finance problems whichbreak away from traditional paradigms of finance research.This project pursues these three themes in five interrelated areas ofcomputational finance: (1) market modeling, (2) investment and tradingalgorithms, (3) risk management, (4) market index design, and (5)auctions.For the area of market modeling, the main goal is to study short-termpredictability of stock markets using agent-based approaches. Themodels established will be used to test algorithms developed for otherparts of the project.For the area of investment and trading algorithms, this projectfocuses on two fundamental issues: (1) what sorts of information canbe used to enhance the performance of a portfolio and (2) how tomeasure the performance of investment and trading algorithms. Resultsin this area can be useful for long-term investors such as those whosave for retirement.For the area of risk management, this project investigates two basicissues: (1) how to assess the risk of a portfolio of assets and (2)how to design optimal portfolios which meet security requirements.Results in this area may be used to help institutional investorsdetect and minimize unwanted risks.For the area of market index design, novel optimization problems willbe formulated to help design portfolios which are easier to managethan popular market indices but can track or outperform the indices.For the area of auctions, the primary goal is to use auctionalgorithms to design solutions to computer science problems. To thisend, the project will identify auction primitives which can be used toconstruct complicated auction mechanisms.
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