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State-Value and Action-Value Functions
In reinforcement learning, value functions are crucial for estimating the long-term desirability of states or actions. They quantify the expected return, which is the total accumulated reward an agent anticipates. The two main types are:
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State-Value Function (): Also known as the value function, this assesses the expected discounted return (i.e., accumulated rewards) for an agent starting from a particular state 's' and following a specific policy 'π'. The expectation is performed over all possible trajectories originating from that state.
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Action-Value Function (): Also known as the Q-value function, this measures the expected return if an agent begins in state 's', performs action 'a', and subsequently adheres to policy 'π'.
A key element in these calculations is the discount factor, (where $0 \le \gamma \le 1$), which adjusts the importance of future rewards.

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Ch.4 Alignment - Foundations of Large Language Models
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Bellman Equation
State-Value Function (V) Formula
An agent is in a state
sand must choose between two actions:AandB. According to the agent's current policy, it chooses actionAwith a 70% probability and actionBwith a 30% probability. The expected total future reward for taking actionAfrom statesis +20. The expected total future reward for taking actionBfrom statesis -10. Based on this information, which of the following statements correctly describes the relationship between the value of being in statesand the values of taking each action?An agent is learning to navigate a complex environment. Match each of the following questions the agent might have with the type of value function that would most directly provide the answer.
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