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Sep
24
awarded  Autobiographer
Mar
16
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
Mar
15
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?
Mar
15
awarded  Benefactor
Mar
15
accepted Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin)
Mar
8
awarded  Promoter
Mar
4
revised Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin)
edited title
Mar
4
asked Chance of being able to quit while ahead in a betting game (Markov chain with gambler's ruin)
Nov
16
awarded  Editor
Nov
16
revised Help with proof of chain rule
better notation
Nov
15
awarded  Scholar
Nov
15
awarded  Supporter
Nov
15
accepted Help with proof of chain rule
Nov
15
awarded  Student
Nov
15
asked Help with proof of chain rule