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Begriffe
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Begriffe

Contextual Bandit

Reinforcement learning algorithm that dynamically selects the best actions based on the observed context to maximize cumulative rewards.

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Exploration vs Exploitation

Fundamental dilemma where the algorithm must balance discovering new options and exploiting options known to be performant.

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Upper Confidence Bound (UCB)

Strategy that selects arms based on an upper confidence bound on their expected reward, favoring the exploration of uncertain actions.

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Thompson Sampling

Bayesian algorithm that samples reward parameters from their posterior distribution to make probabilistic decisions.

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LinUCB

Extension of UCB that models expected reward as a linear function of context, adapted for high-dimensional context spaces.

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Context Features

Descriptive variables that characterize the current state of the environment and influence the optimal choice of action in contextual bandits.

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Regret Minimization

Objective aimed at minimizing the difference between the cumulative reward obtained and that of the optimal policy, measuring the performance of the algorithm.

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Multi-armed Bandits

Fundamental problem where an agent must select among several options (arms) with unknown reward distributions to maximize gain.

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Reward Function

Mathematical function that quantifies the immediate return obtained after taking an action in a given context, guiding the algorithm's learning.

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Arm Selection

Process of choosing the optimal action among available options based on current reward estimates and the observed context.

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Expected Reward

Anticipated average value of the reward for a given action in a specific context, calculated from historical observations.

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Action-Value Function

Function Q(a,x) that estimates the expected future reward by taking action 'a' in context 'x', fundamental for policy evaluation.

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Online Learning

Learning paradigm where the model continuously adjusts as new data arrives, without requiring a full retraining.

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Stochastic Contextual Bandits

Variant where rewards follow independent and identically distributed stochastic distributions for each context-action pair.

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Neural Bandits

Approach using neural networks to approximate the value function or policy, capable of capturing complex non-linear relationships.

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