Title: Artificial Intelligence Courses Online | AI Online Training
1Probability in Artificial Intelligence
Exploring Joint, Marginal, and Conditional
Probabilities
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2Introduction
- Welcome to the presentation on Probability in
Artificial Intelligence. - Today, we'll delve into the concepts of joint,
marginal, and conditional probabilities and their
significance in AI.
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3Overview of Probability Theory
-
- Probability theory provides a framework to model
uncertainty and make informed decisions. - It is fundamental to various AI tasks such as
machine learning, probabilistic reasoning, and
decision-making under uncertainty.
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4Joint Probability
- Joint probability refers to the likelihood of
multiple events occurring simultaneously. - In AI, it's crucial for modeling complex
relationships between variables in probabilistic
graphical models (PGMs).
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5Example of Joint Probability
- Illustration Consider a Bayesian network
representing the relationship between weather
conditions, traffic, and arrival time. Joint
probabilities quantify the likelihood of specific
combinations of events.
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6Marginal Probability
- Marginal probability focuses on the probability
of individual events without considering other
variables. - It's derived from joint probabilities through
marginalization, essential for various AI tasks
including classification and clustering.
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7Example of Marginal Probability
- Illustration Using the same Bayesian network
example, marginal probabilities provide insights
into the likelihood of specific weather
conditions regardless of traffic or arrival time.
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8Conditional Probability
-
- Conditional probability measures the likelihood
of an event occurring given that another event
has already occurred. - It's fundamental for modeling cause-effect
relationships and making predictions based on
observed evidence.
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9Example of Conditional Probability
- Illustration Continuing with the Bayesian
network, conditional probabilities enable
predicting traffic congestion given specific
weather conditions.
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10Applications in AI
- Probability theory, with its concepts of joint,
marginal, and conditional probabilities, is
applied across various AI domains. - Examples include machine learning algorithms,
probabilistic graphical models, and
decision-making under uncertainty.
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11Conclusion
- Probability theory is indispensable in artificial
intelligence for modeling uncertainty, making
decisions, and building intelligent systems. - Understanding joint, marginal, and conditional
probabilities is crucial for advancing AI
capabilities across diverse applications.
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12CONTACT
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Intelligence Training Address- Flat no
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Enclave, Ameerpet, Hyderabad-16 Ph No
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13THANK YOU
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