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Binary classification with Logistic Regression
Algorithm using Hadoop
Presenter
Sajib Sen
1
Outline:
• Brief Introduction of Logistic Regression
• An ideal solution
• Design
• Analysis
Brief Introduction of Logistic Regression
Brief Introduction of Logistic Regression(cont..)
Mathematical explanation:
Hypothesis, ℎθ(x) = θ
𝑇
𝑥
Logistic function, f(z) = 1/1+ 𝑒− 𝑧
, where z= θ
𝑇
𝑥
Hypothesis for binary classification using logistic function
ℎθ(x) = 1/1+ 𝑒−θ
𝑇
𝑥
Optimizing the logistic function
θ𝑗:= θ𝑗 - α
𝜕𝐽(θ)
𝜕θ𝑗
, where 𝐽(θ) is the cost function
An Ideal Solution
Design
Design(cont..)
Design(cont..)
Analysis
The dataset is for those women who are disgnosed for diabetes. Each row is an input and each column is
the attribute for the input except the last column is the output. The output is in binary, where 0 means
tested negative for diabetes and 1 for positive.
1 85 66 29 0 26.6 0.351 31 0
8 183 64 0 0 23.3 0.672 32 1
Analysis(cont..)
Analysis(cont..)
Thank you
4/30/18 12

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Binary classification with logistic regression algorithm using hadoop