Cover's book makes me feel very smart, and is insanely easy to read. I literally read the whole thing on a couple of holiday plane flights and brief periods of boredom. The couple of problems I worked through were interesting and illustrative.
On the downside, it's not the type of thing where you can look for cookbook answers to questions like, "what happens to MI when the TS is autocorrelated." Only a few books are like this, so it's probably of a weak complaint.
As for your specific question: I don't remember, and the book is rather far away at present. I think all the examples assume IID.
I first started reading a fileshare version; it's out there. The text was worth the dough for me.
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- jslade
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"Alles hat ein ende, nun die wurst hat zwei."
- dgn2
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I haven't been able to find much closed form stuff for Kelly-like betting on dependent processes (beyond OU / AR), but it is pretty easy to get numerical answers using Monte Carlo (which is what I do).
...WARNING: I am an optimal f'er
- dgn2
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Nonius, if you update your email address I will send you something.
...WARNING: I am an optimal f'er
- Steve Castle
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I'm barely understanding you all. What Dupire are you talking about?
Optimal Process Approximation:
Application to Delta Hedging and Technical Analysis ?
[edit]
I figured this out for myself using google and the search function. It totally works.
[/edit]
Optimal Process Approximation:
Application to Delta Hedging and Technical Analysis ?
[edit]
I figured this out for myself using google and the search function. It totally works.
[/edit]
in the words of one such quant ‘were on the whole either less quanted or not quanted at all’.
- Nonius
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