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Oh no, how did we get back to utility? I prefer maximizing log growth of wealth to growth of EV(wealth) not because of my utility function, but because the former leads to compounding growth and the latter leads to historical charts that look like this:
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Replying to @SBF_FTX @SBF_Alameda and 3 others
OK!! I show you a historical returns chart that looks like this: docs.google.com/spreadsheets/d Are you excited to invest?
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You can’t get escape the concept of utility. You’re implying that you assign higher utility to returns that have one shape vs. another. Every strategy has a probability distribution over outcomes and people differ on which probability distributions they like.
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1) I think that and I were talking about what _we_ think, and we do believe in utility, so I don't think it's appropriate for you to respond the way you did. 2) can you please address twitter.com/SBF_Alameda/st? Percentile outcomes as a metric fails.
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Replying to @SBF_FTX @danrobinson and 2 others
In other words you'll violate the independence of possible outcomes only one of which can actually happen.
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I wasn’t saying you were being inconsistent with yourself On percentiles: yes, directly optimizing median or any given percentile would probably not be coherent. But Kelly doesn’t try to do that. It just ends up doing that for all percentiles (other than 100%) eventually
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Dan: "yes, directly optimizing median or any given percentile would probably not be coherent" Also Dan: twitter.com/danrobinson/st Could you please, in a single tweet thread here, define what exactly it is you _are_ aiming for?
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Replying to @SBF_FTX @SBF_Alameda and @elliot_olds
No! I am not trying to maximize EV of anything! I want to pick the strategy that beats yours 99.99% of the time. That’s my terminal goal Kelly takes that input and spits out that I should maximize EV(log(wealth)), but that preference is the consequence, not the cause
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this is never going to get anywhere if people keep confusing the difference between a.s. and 1, and between "tends to zero" and "is zero", and stop assuming that 0/0=0. Can we please just talk about numbers less than the number of atoms in the universe?
This part really is a language debate, but saying that it is defined by optimizing for log(wealth) IMO makes it sound like it’s driven by preferences about marginal utility of wealth, which it isn’t. Would prefer “maximizing log return” or “maximizing annualized rate of return.”
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