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Crash course in probability theory and
         statistics – part 1




        Machine Learning, Mon Apr 14, 2008
Motivation
Problem: To avoid relying on “magic” we need
mathematics. For machine learning we need to
quantify:
●Uncertainty in data measures and conclusions

●“Goodness” of model (when confronted with data)

●Expected error and expected success rates

●...and many similar quantities...
Motivation
Problem: To avoid relying on “magic” we need
mathematics. For machine learning we need to
quantify:
●Uncertainty in data measures and conclusions

●“Goodness” of model (when confronted with data)

●Expected error and expected success rates

●...and many similar quantities...




Probability theory: Mathematical modeling when
uncertainty or randomness is present.



                P  X = x i , Y = y j = pij
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro
Probability And Stats Intro

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Probability And Stats Intro

  • 1. Crash course in probability theory and statistics – part 1 Machine Learning, Mon Apr 14, 2008
  • 2. Motivation Problem: To avoid relying on “magic” we need mathematics. For machine learning we need to quantify: ●Uncertainty in data measures and conclusions ●“Goodness” of model (when confronted with data) ●Expected error and expected success rates ●...and many similar quantities...
  • 3. Motivation Problem: To avoid relying on “magic” we need mathematics. For machine learning we need to quantify: ●Uncertainty in data measures and conclusions ●“Goodness” of model (when confronted with data) ●Expected error and expected success rates ●...and many similar quantities... Probability theory: Mathematical modeling when uncertainty or randomness is present. P  X = x i , Y = y j = pij