Good explanation of a small portfolio allocation can still result in outsized gains = asymmetric bet. Good enough for grandmas, good enough for ET'ers.
https://cnb.cx/2Mr7ERy
https://cnb.cx/2Mr7ERy
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The assymetry is there but he didnt explain why the expected value is there. That same grandmother could put 0.5% of her portfolio in a single number in roulette, the payoff would be 35-1 (more than the 10-1 touted by the Goldman guy) and if she lost it would be 'no big deal'. Yet, the it would be a bad bet regardless of the assymetry. And I'm a BTC holder, I just think that people talk about the assymetry without understanding it that it doesnt mean much
The assymetry is there but he didnt explain why the expected value is there. That same grandmother could put 0.5% of her portfolio in a single number in roulette, the payoff would be 35-1 (more than the 10-1 touted by the Goldman guy) and if she lost it would be 'no big deal'. Yet, the it would be a bad bet regardless of the assymetry. And I'm a BTC holder, I just think that people talk about the assymetry without understanding it that it doesnt mean much
The assymetry is there but he didnt explain why the expected value is there. That same grandmother could put 0.5% of her portfolio in a single number in roulette, the payoff would be 35-1 (more than the 10-1 touted by the Goldman guy) and if she lost it would be 'no big deal'. Yet, the it would be a bad bet regardless of the assymetry. And I'm a BTC holder, I just think that people talk about the assymetry without understanding it that it doesnt mean much
Expected payoff is more important than assymetry.
E.g. if you invest 5% in something. Odds are, you will lose most of it. Or maybe you 5x your money. Even then that's only a 25% gain. The probability of you turning $10k into $1 million is very low. It's like gambling.
It's "asymmetry" because it's a-symmetric as opposed to ass-ymetry which is a study of buttocksExpected payoff is more important than assymetry.