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 Jan 27 awarded Scholar Jan 27 awarded Supporter Jan 27 accepted Boolean Simplification: Identifying a rule Jan 27 comment Boolean Simplification: Identifying a rule Aha! This is the nice, simple answer I was looking for. Thanks for the clarification :) Jan 27 asked Boolean Simplification: Identifying a rule Oct 15 comment Recursively Solving a Bellman Equation I am trying to find $v_\pi(15)$ and within that inner sum, I am enumerating over state $15$ which requires me to calculate $v_\pi(15)$ in my solution to that very same function. The recursion is messing with my mind lol. Oct 15 comment Recursively Solving a Bellman Equation Hmm, I understand the semantics of the values; I am just unsure of how to solve this, because the $v_\pi(s')$ at the end of the Bellman equation depends on the value I'm trying to calculate. Oct 15 revised Recursively Solving a Bellman Equation Added homework tag. Oct 15 awarded Student Oct 15 revised Recursively Solving a Bellman Equation added 93 characters in body Oct 15 awarded Editor Oct 15 comment Recursively Solving a Bellman Equation $v_\pi(15)$ is the value of being in a state, considering the values of all states that could possibly be transitioned into from that state. I gave the formula for it in my question. Oct 15 revised Recursively Solving a Bellman Equation added 65 characters in body Oct 15 asked Recursively Solving a Bellman Equation Oct 15 awarded Autobiographer