Pandas and Dataframes
Pandas and Dataframes
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R working best for manipulating data
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Take the best elements of R and implement it in Python
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Often R and dataset has Dataframes Structure
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Consist of 2D graph
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Can be various datatypes, string, int, float, or boolean
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This is the dataframe command line
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We can find the examples based on dictionary, like provided key "age" returning examples just based on age
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Or maybe trying to find the examples "a", which return all the correlated data of a id
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Here we are creating the dataframes, with value based on index 'abcde'
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We can apply the mean of the data
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We can map the data of 'one' that meet the lambda requirements
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Or apply the whole data, mapping with spesific lambda requirement
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Next, How to obtain the data that we want to handle
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xrY61rvhTT/E/wAOtYtba406x0a8Y+JrQTRo22ax2EEgt/z0Ffa+iatB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%0A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