@__paleologo My personal belief is that fractional Kelly is practically “correct” but should/could be generalized to with CRRA utility. Any thoughts on this?
Fractional Kelly and CRRA agree for joint log normal, but CRRA will extend this for general distributions
@pansareV I’ve had this thought. What if go crazy in my old age and forget appropriate risk controls? Or just have a really bad fat finger and don’t realize I put on a ton of risk.
I guess time to build the risk dashboard…
@BeTheGrayMan@profplum99@KrisAbdelmessih Here’s a fun exercise:
Suppose hypothetically QQQ goes up 1% a day everyday until it doubles in price from where it started. Ignoring borrow costs, ER, etc., how much is TQQQ up from where it started? I’ll just say: QQQ -> 2x TQQQ -> 8x. It replicates a cubic payoff before drag
@BeTheGrayMan@profplum99@KrisAbdelmessih Vol drag isn’t a true drag. It’s the price of convexity. 2x ETFs are convex in the spot price on time spans longer than days. The vol drag is what balances the convexity. You can short the vol drag and gain from realized vol but you are also short convexity in the underlying
@searching4value From my POV, you found a nice, temporary edge that works with low capacity. Again from my POV, low capacity edges maybe more common than most people would think. I would give yourself credit and wouldn’t be so skeptical. The trades speak for themselves. That isn’t a random walk
@profplum99@EmanuelDerman Mike, with all due respect, please stop using this chart. Alpha is NOT the intercept when plotting returns vs TIME. Am I crazy here?