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Uncertainty in AI with Bayes
Rating: 4.6 out of 5(2 ratings)
435 students

Uncertainty in AI with Bayes

Bayes , Probability
Created byDrUsha G
Last updated 12/2024
English

What you'll learn

  • Understanding Probabilistic Reasoning
  • Application of Bayes' Theorem
  • Working with Probabilistic Models
  • Inference Techniques

Course content

1 section10 lectures1h 38m total length
  • Introduction to Uncertainity14:05
  • Probabilistic Reasoning in AI9:03
  • Probabilistic Reasoning with Uncertainity8:23
  • Semantics of Bayseian Belief Networks8:09
  • Bayseian Inference7:35
  • Bayseian Belief Networks11:05
  • Bayesian Machine Learning11:13
  • Naive Bayes Classifiers9:20

    Explains naive Bayes classifiers based on Bayes theorem and conditional independence, covering Gaussian, multinomial, and Bernoulli variants for text classification, spam filtering, and sentiment analysis.

  • Exact Inference in Bayesian Networks8:47

    Explore exact inference in Bayesian networks, using variable elimination, belief propagation, and junction trees to compute marginal and conditional probabilities in discrete and continuous settings.

  • Approximate Inference10:24

Requirements

  • No basic knowledge Required

Description

Uncertainty plays a major role in various real-time applications of AI, such as medical diagnosis, automated car driving prediction, weather forecasting, etc. This course consists of the essential principles and techniques of uncertainty with artificial intelligence. Real-time uncertainty has significant obstacles such as noisy data, incomplete information, and the intrinsic randomness of real-world systems. This video lecture will describe the uncertainty in AI and probabilistic reasoning. Further, this course deals with probabilistic reasoning in AI techniques. Further, this course consists of probability theory techniques, which highlight the mathematical basics of reasoning in uncertain situations. The learners will understand Bayesian inference systems, Bayesian inference networks, conditional probability, joint probability, and Bayes theorem.

The proposed video lectures elaborate robust lecturing techniques that explain Bayesian networks in detail. After studying the course, the students will learn and build skills in uncertain situations and exact and approximate inference. in detail. This course produces precise inference methods with Gibbs sampling, variable inference, as well as Markov Chain Monte Carlo methods and belief propagation. These techniques balance accuracy and computational efficiency, rendering them vital for scalable AI applications. Furthermore, this course will provide the next stepping stone for understanding machine learning and deep learning concepts in detail.`


Who this course is for:

  • Beginners for Bayes Theorem