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【图书馆系列讲座】如何使用Word制作长文档 --以学位论文写作为例
【图书馆系列讲座】如何使用Word制作长文档 --以学位论文写作为例
全球变化科学紫荆论坛第430期:青藏高原-生态系统长期-定位-观测研究
【数学之美-杰出学者讲坛】2023年第7期 || Polar foliations on symmetric spaces
报告题目:
Fast Portfolio Computations
 报告人:
Thomas F. Coleman
Professor and Dean, Faculty of Mathematics University of Waterloo
报告时间:
2007-06-28 15:00
报告地点:
清华大学FIT 1-315
主办单位:
计算机科学与技术系
  简介:

Abstract

Portfolios of financial instruments are becoming larger, more diversified, and increasingly contain more complex instruments. Therefore, the modeling of the behavior of such portfolios yields increasingly demanding computational problems. In addition there is demand for increased speed to solve these computational portfolio problems (such as evaluation, portfolio rebalancing and optimization, and value-at-risk computations). The demand for more speed is driven, in part, by the move toward automated and semi-automated trading systems.

In this talk we discuss the two basic approaches to increasing speed in portfolio computations, algorithmic cleverness and increased compute power via use of more processors, and discuss when to apply one or the other. We give some examples.

 

Biography of Speaker

Professor Coleman has wide experience with US government research laboratories doing fundamental algorithmic research, and the financial services industry working with companies in New York, Toronto, Hong Kong, Tokyo, and Singapore. Professor Coleman founded, and for eight years directed, an industry research centre in Manhattan working with Wall Street firms on quantitative finance and risk management problems. Professor Coleman now co-directs the Cornell-Waterloo Solutions Lab in Manhattan, a centre devoted to facilitating academic/industry research work in the financial computing industry.

Professor Coleman’s research interests involve the design and implementation of efficient practical algorithms for large-scale optimization problems and their applications. Efficiency concerns, in turn, lead to research into the effective use of parallelism, the application of automatic differentiation, the exploitation of sparsity and structure in the problem formulation, and effective ways to deal with constraints. In recent years he has been most concerned with computational finance applications: examples include portfolio optimization, liquidation, optimal hedging approaches (in incomplete markets), and volatility surface calculations.

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