babonk
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 Sep24 awarded Autobiographer Mar16 comment Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin) Got it. This is a fun problem to graph out with different M's, N's, and p's for whoever is interested. Turns out that you can't do this at p < 1/3 no matter what Mar15 comment Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin) Is it correct to say then that if $p < .5$ then $A_n$ must be as well? Mar15 awarded Benefactor Mar15 accepted Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin) Mar8 awarded Promoter Mar4 revised Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin) edited title Mar4 asked Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin) Nov16 awarded Editor Nov16 revised Help with proof of chain rule better notation Nov15 awarded Scholar Nov15 awarded Supporter Nov15 accepted Help with proof of chain rule Nov15 awarded Student Nov15 asked Help with proof of chain rule