TRADING AND DATA SCIENCE HAO NI OXFORD-MAN INSTITUTE OF - - PowerPoint PPT Presentation

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TRADING AND DATA SCIENCE HAO NI OXFORD-MAN INSTITUTE OF - - PowerPoint PPT Presentation

ALGORITHMIC TRADING AND DATA SCIENCE HAO NI OXFORD-MAN INSTITUTE OF QUANTITATIVE FINANCE STEREOTYPES OF BANKERS AND SCIENTISTS THE EVOLUTION OF TRADING VENUE Algorithmic Trading It encompasses trading systems that are heavily reliant on


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SLIDE 1

ALGORITHMIC TRADING AND DATA SCIENCE

HAO NI OXFORD-MAN INSTITUTE OF QUANTITATIVE FINANCE

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SLIDE 2

STEREOTYPES OF BANKERS AND SCIENTISTS

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SLIDE 3

THE EVOLUTION OF TRADING VENUE

Algorithmic Trading

It encompasses trading systems that are heavily reliant on complex mathematical formulas and high-speed, computer programs to determine trading strategies.

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SLIDE 4

Data

  • Source: Massive financial data streams
  • Data collection

Model

  • Quantify the real world problem
  • Propose a robust and effective model to describe the underlying data streams

Method

  • Explore hidden patterns behind massive data streams
  • Make better prediction for the future market

Execution

  • Place trades automatically
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WHY ALGORITHMS HELPS TRADING?

High speed

  • The ability to handle more volume of trades
  • High speed execution

Advanced Learning techniques

  • Explore hidden patterns behind massive data streams
  • Make better prediction for the future market

Decrease human intervention

  • Free of human emotions
  • Eliminate manual errors, missed opportunities etc
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EXAMPLE: PAIRS TRADING

Source: http://www.nasdaq.com/article/dont-be-fooled-by-the-fancy-name- statistical-arbitrage-is-a-simple-way-to-profit-cm254669

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SLIDE 7

Source: http://htxpro.squarespace.com/blog/2014/10/26/the- math-of-pairs-trading-execution-part-i

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SLIDE 8

2010 FLASH CRASH

Source: TABB group

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SLIDE 9

MY RESEARCH: CHANGE-POINT PROBLEM

Input –Output Pair (X, Y) : Y ~ f(X) + e

Bayesian framework

  • f is random
  • Prior distribution: GP(m, K)
  • Posterior distribution P( f | (Xi, Yi)): updated

based on the observations (Xi, Yi).

Change-point

  • K is a region-switching type([3] ).

Application: Detect and Predict the structural change

in the correlation of financial time series.

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SLIDE 10

“MODELERS’ HIPPOCRATIC OATH”

I will remember that I didn’t make the world and it does not satisfy my equations. I will never sacrifice reality for elegance without explaining why I have done so No will I give the people who use my model false comfort about its accuracy. Instead I will make explicit its assumptions and oversights. I understand that my work may have enormous effects on society and the economy, many of them are beyond my comprehension.

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BIBLIOGRAPHY

[1] Scott Patterson, The Quants: How a New Breed of Math Whizzes Conquered Wall Street and Nearly Destroyed It; Crown Business, 2011. [2] Scott Patterson, Dark Pools: The rise of A.I. trading machines and the looming threat to Wall Street; Crown Business, 2013. [3] Garnett, Roman, et al. "Sequential Bayesian prediction in the presence of changepoints and faults." The Computer Journal (2010): bxq003.