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uh why? I mean I don't think log-wealth-optimization is optimal in the first place so technically I agree I guess you're saying that really you're doing some "I want percentiles to be high" model and so that's only equivalent to log-wealth-opt under certain assumptions?
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hm ok so I think my conclusion here is that we were, in fact, not disagreeing on the math -- we were just disagreeing on the assumptions though as I understand it your assumptions now include "thinks such that my personal preference function would be equivalent to log-wealth"
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Hate to zoom in on this rabbit hole but what old assumptions does it require? "There is a portfolio construction P that optimizes EV(log wealth). If you split it into N pots, each pot can just be P scaled down by N. This optimizes both pot log wealth and portfolio log wealth."
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the context was about a paper you co-wrote that used a uniswap pool as one pot, so that can't be an example of what you just said b/c you don't have fractional houses in it e.g. also right before this you said twitter.com/danrobinson/st Roth IRAs also don't have fractional houses
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Replying to @danrobinson @ArthurB and 3 others
The model doesn't assume that the portfolio is all of your wealth, but it does assume that it never interacts with the rest of your wealth. More realistic in some cases (like a Roth IRA) than others
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and *also* this where you implied that $1k could be its own pot which is also not consistent with it having fractional parts of your future earning potential and also your kitchen sink in it
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Replying to @SBF_FTX @SBF_Alameda and 3 others
Totally, it’s irrelevant. But given that you are managing this $1k as its own pot, might as well manage it well. If you robotically maximize EV for it, then it will get St. Petersburged and end up at 0 with very high probability
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