How can we say Financial Markets are informationally driven?
Some Empirical Evidence
Q: How do financial institutions price risk?  Courtesy of  A: Value at risk Mean of both distributions is zero Standard Deviation 100 million For both distributions: 84% VaR 100 million P(x<-100 million) = 0.158 95% VaR 200 million P(x<-200 million) = 0.046 P(x ≤ -100 billion) = ~0 P(x ≤ -636.13 million) = ~0.0000000001  P(x≤-100 billion) = 0.0005 P(x ≤ -636.13 million) = ~0.0005000001  Why is it important to find an alternative financial model
How can we use information theory? Some Definitions
How can we use information theory?
Achievability

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Information Theory and Finance Presentation

  • 1.  
  • 2. How can we say Financial Markets are informationally driven?
  • 4. Q: How do financial institutions price risk? Courtesy of A: Value at risk Mean of both distributions is zero Standard Deviation 100 million For both distributions: 84% VaR 100 million P(x<-100 million) = 0.158 95% VaR 200 million P(x<-200 million) = 0.046 P(x ≤ -100 billion) = ~0 P(x ≤ -636.13 million) = ~0.0000000001 P(x≤-100 billion) = 0.0005 P(x ≤ -636.13 million) = ~0.0005000001 Why is it important to find an alternative financial model
  • 5. How can we use information theory? Some Definitions
  • 6. How can we use information theory?

Editor's Notes

  • #5: The one on the right is 5 million times more likely to trigger the loss
  • #6: The one on the right is 5 million times more likely to trigger the loss
  • #7: The one on the right is 5 million times more likely to trigger the loss
  • #8: The one on the right is 5 million times more likely to trigger the loss