Update readme.md
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@ -27,7 +27,7 @@ It came as a surprise to me that understanding and implementing the algorithm we
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- Those who have 4+ children get charged less by insurance, and smoke less.
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- Those who have 4+ children get charged less by insurance, and smoke less.
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![](children-charge-smoking.png)
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![](children-charge-smoking.png)
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- The disgreggation by age seems interesting, because there are three prongs, roughly: 1) normal people who don't smoke, 2) those who get charged more: made out of those who don't smoke, and 3) those who get charged a lot, which only comprises smokers. The Gaussian Mixture & K-Means algorithms do better than most others at discriminating between these threee groups, and made me realize the difference.
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- The disgreggation by age seems interesting, because there are three prongs, roughly: 1) normal people who don't smoke, 2) those who get charged more: made out of both smokers and nonsmokers, and 3) those who get charged a lot, which only comprises smokers. The Gaussian Mixture & K-Means algorithms do better than most others at discriminating between these threee groups, and made me realize the difference.
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![](GaussianMixture-age.png)
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![](GaussianMixture-age.png)
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![](GaussianMixture-smoker_numeric.png)
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![](GaussianMixture-smoker_numeric.png)
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