I'd like to calculate a rolling_max of a pandas column, where the window size varies and is a difference between current row index and a row where a certain condition was met.
So, as an example, I have:
df = pd.DataFrame({'a': [0,1,0,0,0,1,0,0,0,0,1,0],
'b': [5,4,3,6,1,2,3,4,2,1,7,8]})
I want a rolling_max of df.b since df.a == 1 the previous time. Ie I want to get this:
a b rm
0 0 5 NaN <- no previous a==1
1 1 4 4 <- a==1
2 0 3 4
3 0 6 6
4 0 1 6
5 1 2 2 <- a==1
6 0 3 3
7 0 4 4
8 0 2 4
9 0 1 4
10 1 7 7 <- a==1
11 0 8 8
My df has an integer index without gaps, so I tried to do this:
df['last_a'] = np.where(df.a == 1, df.index, np.nan)
df['last_a'].fillna(method='ffill', inplace=True)
df['rm'] = pd.rolling_max(df['b'], window = df.index - df['last_a'] + 1)
but I'm getting a TypeError: an integer is required.
This is a part of a long script operating on quite a big data frame, so I need the fastest solution possible. I have successfully tried to do this with a loop instead of rolling_max, but it's very slow. Could you please help?
Just for reference. The ugly and long loop that I have now, and which, regardless its ugliness, seems to be quite fast on my data frame (50,000 x 25 for a test), is as follows:
df['rm2'] = df.b
df['rm1'] = np.where( (df['a'] == 1) | (df['rm2'].diff() > 0), df['rm2'], np.nan)
df['rm1'].fillna(method = 'ffill', inplace = True)
df['Dif'] = (df['rm1'] - df['rm2']).abs()
while df['Dif'].sum() != 0:
df['rm2'] = df['rm1']
df['rm1'] = np.where( (df['a'] == 1) | (df['rm2'].diff() > 0), df['rm2'], np.nan)
df['rm1'].fillna(method = 'ffill', inplace = True)
df['Dif'] = (df['rm1'] - df['rm2']).abs()
I would create an index and groupby
this index to use cummax
:
import numpy as np
df['index'] = df['a'].cumsum()
df['rm'] = df.groupby('index')['b'].cummax()
df.loc[df['index']==0, 'rm'] = np.nan
In [104]: df
Out[104]:
a b index rm
0 0 5 0 NaN
1 1 4 1 4
2 0 3 1 4
3 0 6 1 6
4 0 1 1 6
5 1 2 2 2
6 0 3 2 3
7 0 4 2 4
8 0 2 2 4
9 0 1 2 4
10 1 7 3 7
11 0 8 3 8
Indeed, anytime you require restructuring data that involves relationships between columns and tables, consider an SQL solution using a Relational Database Management System (RDMS). And do so especially if your data derives from a database. Leave Pandas for data analysis. Of course, if you are storing large data not in a database, then that's whole another issue!
Python comes equipped with a built-in library for SQLite , the popular free, open-source file-level database. Additionally, Python libraries for MySQL, SQL Server, PostgreSQL, Oracle, and other RDMSs are available for install. You can integrate each connection seamlessly into pandas . Below are three equivalent versions of queries to achieve your conditional group max. Each assumes you maintain an autonumber primary key index, ID
, in your source table, named here as RollingMax
.
import sqlite3 as lite
import pandas as pd
con = lite.connect('C:\\Path\\SQLite\\DB.db')
# SQL WITH DERIVED TABLES
sql = """SELECT a, b,
(SELECT Max(dtbl2.B)
FROM
(SELECT t1.ID, t1.a, t1.b,
(SELECT Count(*) FROM RollingMax t2
WHERE t1.ID >= t2.ID AND t2.A > 0) As GrpA
FROM RollingMax t1) dtbl2
WHERE dtbl1.ID >= dtbl2.ID
AND dtbl1.GrpA = dtbl2.GrpA) As rm
FROM
(
SELECT t1.ID, t1.a, t1.b,
(SELECT Count(*) FROM RollingMax t2
WHERE t1.ID >= t2.ID AND t2.A > 0) As GrpA
FROM RollingMax t1
) As dtbl1;"""
# SQL USING CTE WINDOW FUNCTION (AVAILABLE AS OF VERSION 3.8.3)
sql = """WITH grp (ID, a, b, GrpA)
AS (
SELECT t1.ID, t1.a, t1.b,
(SELECT Count(*) FROM RollingMax t2
WHERE t1.ID >= t2.ID AND t2.A > 0) As GrpA
FROM RollingMax t1
)
SELECT a, b,
(SELECT Max(dtbl2.B)
FROM grp AS dtbl2
WHERE dtbl1.ID >= dtbl2.ID
AND dtbl1.GrpA = dtbl2.GrpA) As rm
FROM grp AS dtbl1;"""
# SQL USING SAVED VIEW
'''To be saved inside database'''
saved_view = """SELECT t1.ID, t1.a, t1.b,
(SELECT Count(*) FROM RollingMax t2
WHERE t1.ID >= t2.ID AND t2.A > 0) As GrpA
FROM RollingMax t1;"""
sql = """SELECT a, b,
(SELECT Max(dtbl2.B)
FROM saved_view AS dtbl2
WHERE dtbl1.ID >= dtbl2.ID
AND dtbl1.GrpA = dtbl2.GrpA) As rm
FROM saved_view As dtbl1;"""
df = pd.read_sql(sql, conn)
OUTPUT (only challenge here is the first grouping without preceding a==1)
a b rm
0 5 5
1 4 4
0 3 4
0 6 6
0 1 6
1 2 2
0 3 3
0 4 4
0 2 4
0 1 4
1 7 7
0 8 8
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