BUG: Bins are unexpected for qcut when the edges are duplicated
See original GitHub issueCode Sample, a copy-pastable example if possible
#
import pandas as pd
import numpy as np
values = np.empty(shape=10)
values[:3] = 0
values[3:5] = 1
values[5:7] = 2
values[7:9] = 3
values[9:] = 4
pd.qcut(values,5,duplicates='drop')
Problem description
The first bin contains both 0 and 1. Since I’m looking to put 20% in each bin I would expect to have the first bin to contain only 0’s (for 30% of the data) rather than 0’s and 1’s (for 50% of the data).
Expected Output
Output of pd.show_versions()
#
INSTALLED VERSIONS
------------------
commit: None
python: 2.7.11.final.0
python-bits: 64
OS: Windows
OS-release: 7
machine: AMD64
processor: Intel64 Family 6 Model 58 Stepping 9, GenuineIntel
byteorder: little
LC_ALL: None
LANG: en_US
LOCALE: None.None
pandas: 0.20.1 pytest: 2.8.5 pip: 8.1.1 setuptools: 21.2.1 Cython: 0.23.4 numpy: 1.11.0 scipy: 0.17.0 xarray: None IPython: 4.0.3 sphinx: 1.3.5 patsy: 0.4.1 dateutil: 2.4.2 pytz: 2015.7 blosc: None bottleneck: 1.2.0 tables: 3.2.2 numexpr: 2.5.2 feather: None matplotlib: 1.5.1 openpyxl: 2.3.2 xlrd: 0.9.4 xlwt: 1.0.0 xlsxwriter: 0.8.4 lxml: 3.5.0 bs4: 4.4.1 html5lib: None sqlalchemy: 1.0.11 pymysql: None psycopg2: None jinja2: 2.8 s3fs: None pandas_gbq: None pandas_datareader: 0.2.1
Issue Analytics
- State:
- Created 6 years ago
- Comments:7 (4 by maintainers)
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Top GitHub Comments
I ran into this today. Consider the case:
Given this data with these quantile values, I would expect the bins to be
[(0.9999,1] < [2,4)]
, however they are[(0.999, 2.0] < (2.0, 4.0]]
I think this is a bug in the qcut logic with duplicates.
Specifically, qcut decides on the quantiles using linspace if it isn’t specified. The linspace is
np.linspace(0,1, num_quantiles+1)
. The bucket ranges are then constructed by taking consecutive pairs of the quantiles values.The problem is if the min and first quantile values are duplicate, than we drop one and the first quantile is then treated as the min for the first bucket constructed.
I think the fix is if the 0th and 1st bin values are equal, to update the 0th bin value by subtracting a small epsilon instead of filtering it
I believe I’ve hit the same, or a very related issue. When there are not enough distinct values to create bins, the output is dependent on how large the input array is. I would expect both these to generate two bins: