# Exploring Data

26 Jan 2020

What are we looking out for when we are exploring our data?

First and foremost, we need our data to be complete and accurate.
Hence we think about the below:
1) How is the data structured - what does each row/column represent?
2) Is the data complete? Look for missing data (null values)
3) Is the data accurate? Look for illogical values (e.g. negative age)

This is a very basic start - as you get more proficient in the Data field, you will discover that there is a lot more to data exploration, cleaning and manipulation!

## Basic data structure

Look to understand how the data is structured, what are their types.

``````
df.info # returns info on shape, type of data, etc
df.head() # returns top 5 rows. for just 3 rows, use df.head(3)
df.tail() # returns bottom 5 rows - always helpful to check and make sure you don't have a 'total' row below!
df.columns # returns all column names in a list
df.index # returns index info

type(df['col'].iloc) # takes one example from the column and identifies type of object in the column

df.describe(includes='all') # describes all types of data, both numberical and categorical

pd.set_option('max_columns', 30) # sets the max number of columns so you can see all of them

``````

Look for null values, how many there are.

``````
df.isnull() # returns dataframe of same size, and a boolean for each value whether it is null or not
df.isnull().any() # returns a boolean for each column, whether it contains any null values or not
df.isnull().sum() # returns the number of null values in each column

``````

### Numerical data exploration

Try to understand the basic features of the data (do some basic visualisation if possible to better understand the distribution of the data), check for outliers.

``````
df.describe() # returns count, mean, median, std, max, min, quartiles
df['col'].nlargest(5) # returns top 5 values with their index
df['col'].idxmin() # returns just the index of the min value. idxmax does same for max

``````

You can also use individual commands: `df.mean()`, `df.mode()`, `df.std()` etc.

For quantiles, if you want to get more than just 4 quantiles using `df.quantile([0.25, 0.5, 0.75])`, you can use the below:

``````
import numpy as np
quantiles = np.arange(0.1,1.0,0.1) # returns an array of numbers evenly spaced at a distance of 0.1, from 0.1 to 1.0
deciles = df.quantile(quantiles)

``````

There are different methods to define outliers. One of them is using IQR (interquartile range), given by Q3 - Q1: < (Q1 - 1.5IQR) OR > (Q3 + 1.5IQR)

``````
# get quantiles and iqr
q1, q2, q3 = df.quantile([0.25, 0.5, 0.75]
iqr = q3 - q1

# outlier rows
outliers_mask = [ (df[col] < (q1 - (1.5 * iqr))) | (df[col] > (q3 + (1.5 * iqr))) ]

# outliers removed

``````

Explore the correlation between variables.

``````
df.corr() # returns a correlation matrix for all variables. tells you the degree to which the variables move together.
df.cov() # returns a covariance matrix for all variables. does not use one standard unit of measurement, hence only tells you whether the variables are negatively or positively correlated.

``````

To return a dataframe of top 5 highest correlation variable pairs, use the below:

``````
# save corr data into dataframe
corr_df = pd.DataFrame(df.corr().unstack()).reset_index(inplace=True)

# rename columns
corr_df.columns = ['var_1', 'var_2', 'corr']

# create extra column for absolute numbers
corr_df['corr_abs'] = corr_df['corr'].abs()

# remove corr = 1
corr_df = corr_df[corr_df['corr'] != 1]

# remove duplicates; select every alternate row
corr_df = corr_df.iloc[::2]

# show only top 5

``````

Basic visualisation

``````
import pandas as pd
df['col1'].dropna().plot.hist() # plot histogram with na dropped
df[['col1','col2']].dropna().plot.hist(stacked=True) # stacked histogram to compare two variables
df.plot.box() # boxplot

import seaborn as sns
sns.distplot(df[col], kde=False) # plots the distribution of the variable
sns.pairplot(df) # plots all variables against each other - not recommended if you have over 10 variables!

``````

If you want to visualise several variables on one plot, it might be a good idea to normalise them to the same scale first. Quick note (because this confused me for a while too!): `apply` works on each row or column at a time, while `map` works on an element inside a column (one at a time). For more info, read here.

``````
def to_normalise(column):
df_scaled = (df[column] - (df[column].mean()))/df[column].std()
return df_scaled

df.apply(to_normalise) # applies this for each column

``````

### Categorical data exploration

``````
df['col'].value_counts(dropna=False) # returns the number of times each unique value occurs. for just top 5, use df['col'].value_counts().head()

df['col'].value_counts(normalize=True) # returns the same, in percentage

df['col'].unique() # returns all the unique values

df['col'].nunique() # returns the number of unique values

df['col'].dropna().astype(int).value_counts() # removes na, changes type from float to integers, and returns the counts.

``````

## Data selection

``````
df.loc['2015-01-01':'2015-12-31'] # search by name of row and returns the corresponding rows. this example searches by datetime

df.iloc # search by index. this returns first row
df.iloc[:,0] # this gives all rows, first column.

df.xs(level='name_of_level', key='name_of_col_in_level', axis=1) # default gets row in a multilevel dataframe. adding axis=1 takes column instead.

df[df['col'] == 'condition'] # returns rows in dataframe that fulfill the condition in 'col'
df[df['col'] == 'condition']['col2'] # returns rows in ['col2'] that fulfill the condition in 'col'

df[ (df['col']>2) & (df['col']<10) ] # selects and returns values that fulfill conditions - use & for multiple conditions and put () around each condition

df[(df['col'] == 1) | (df['col'] == 5)] # OR condition

``````