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Statistical Arbitrage Trading

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Office politics. Managers. Compensation. Physical work environment. Parting words ... Money alone cannot begin to compensate you for work that does not excite you ' ... – PowerPoint PPT presentation

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Title: Statistical Arbitrage Trading


1
Statistical Arbitrage Trading
Opportunities Outside the Laboratory for Ph.D.s
(IAP 2001)
  • Michael Biafore (Ph.D. Course 8, 94)
  • Strategist (Long-Term Capital Management Tokyo,
    97-99)
  • Stat Arb Trader (NMS Services (Cayman),
    99-present)
  • What is Statistical Arbitrage?
  • What mathematical tools do we use?
  • How is Statistical Arbitrage different from other
    Wall Street jobs for Ph.D.s?
  • Some parting words

2
Statistical Arbitrage Trading
  • What is arbitrage?
  • In what sense is it statistical?
  • What sorts of trading do we do?
  • What are examples of things we do not do?

3
Tools That We Use
  • Classical time series techniques (autoregression,
    vector error correction, cointegration)
  • Statistical pattern recognition techniques
  • Extreme value theory
  • Statistical decision theory
  • Game theory

4
(most of)
M.I.T.
Wall Street
trading
You are here
5
Statistical Arbitrage
research

trading
6
Risk Management
  • Some interesting cross-disciplinary work, esp.
    with statistical physics (e.g., see Theory of
    Financial Risks From Statistical Physics to Risk
    Management, BOUCHARD and POTTERS (2000),
    Cambridge U. Press)
  • Several Wall Street firms are actively hiring
    Ph.D.s in this area

7
Work environment
  • Degree of autonomy
  • Stress level
  • Office politics
  • Managers
  • Compensation
  • Physical work environment

8
Parting words
  • On most of Wall Street, research is not the
    central business function (yet)
  • Money alone cannot begin to compensate you for
    work that does not excite you
  • Look before you leap (some suggestions)

9
References
  • Time Series Analysis, J.D. Hamilton (1994)
  • Statistical Pattern Recognition, A. Webb (1999)
  • A Probabilistic Theory of Pattern Recognition,
    L. Devroye et al., (1996)
  • Statistical Learning Theory, V.N. Vapnik (1998)
  • Modelling Extremal Events, P. Embrechts et al.
    (1998)
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