Learn Monte Carlo, Temporal Difference, Q-Learning & Dyna in Reinforcement Learning
University of Alberta
The Certificate Course in Sample-Based Learning Methods is designed to satisfy students, data scientists, and AI amateurs who want to master the mathematical and computational framework of reinforcement learning. The course describes how smart systems are able to learn through sampling of data, instead of being programmed to do so, which is a critical phase in the development of self-learning algorithms.
Students are going to immerse themselves in the concepts of the courses on sample-based learning methods that include the Monte Carlo RL course and temporal difference learning training, and the way the methods balance exploration and exploitation in practice. They will also have the opportunity to study online class modules in Q-learning and SARSA, and this will provide them with the practical skills on how to construct robust reinforcement learning models.
Simulation-based exercises and directed coding projects will introduce learners to model-free, model-based learning, and they will use the Dyna architecture RL certification framework to make decisions as optimal as possible. The course is also suited to individuals who are interested in entering the field of higher AI research, robotics, and data-driven automation systems, both in India and elsewhere.

The course helps close the gap between theory and practice, allowing learners to have a better comprehension of how agents learn using data samples and advanced algorithms of the RL process.

The online projects, simulations, and assignments provide the participants with experience in the implementation of Q-learning and SARSA online classes.

The graduates gain real-life skills in reinforcement learning systems and designs that are highly demanded in the field of AI creation, robotics, and intelligent automation.

Completing the Sample-Based Learning Methods Certificate Course gives the learner a credible certification that augments their portfolio and enhances chances of employment in career areas that are AI-related.
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