如何在函数中遍历熊猫数据框的列表

时间:2018-06-21 09:57:49

标签: python pandas nested-lists

这是我的数据框,

 df = pd.DataFrame({'Id': [102,103,104,303,305],'ExpG_Home':[1.8,1.5,1.6,1.8,2.9],
                  'ExpG_Away':[2.2,1.3,1.2,2.8,0.8],
                  'HomeG_Time':[[93, 109, 187],[169], [31, 159],[176],[16, 48, 66, 128]], 
                  'AwayG_Time':[[90, 177],[],[],[123,136],[40]]})

首先,我需要创建一个数组y,对于给定的ID号,它需要来自同一行(ExpG_Home & ExpG_Away)的值。

y = [1 - (ExpG_Home + ExpG_Away), ExpG_Home, ExpG_Away]

第二,我发现这要困难得多,对于创建y所使用的ID,下面的函数从HomeG_Time & AwayG_Time中获取相应的列表并创建一个数组。不幸的是,我的函数一次只占用一行。我需要对大型数据集执行此操作。

x1 = [1,0,0]    
x2 = [0,1,0]    
x3 = [0,0,1]    
total_timeslot = 200      # number of timeslot per game.
k = 1    # constant



#For Id=102 with ExpG_Home=2.2 and ExpG_Away=1.8
HomeG_Time = [93, 109, 187]  
AwayG_Time = [90, 177]
y = np.array([1-(2.2 + 1.8)/k, 2.2/k, 1.8/k])
  # output of y = [0.98 , 0.011, 0.009]

def squared_diff(x1, x2, x3, y):
    ssd = []
    for k in range(total_timeslot):  
        if k in HomeG_Time:
            ssd.append(sum((x2 - y) ** 2))
        elif k in AwayG_Time:
            ssd.append(sum((x3 - y) ** 2))
        else:
            ssd.append(sum((x1 - y) ** 2))
    return ssd

sum(squared_diff(x1, x2, x3, y))
Out[37]: 7.880400000000012

此输出仅用于第一行。

3 个答案:

答案 0 :(得分:2)

这是给出的完整代码段,

>>> import numpy as np
>>> x1 = np.array( [1,0,0] )
>>> x2 = np.array( [0,1,0] )
>>> x3 = np.array( [0,0,1] )
>>> total_timeslot = 200
>>> HomeG_Time = [93, 109, 187]
>>> AwayG_Time = [90, 177]
>>> ExpG_Home=2.2 
>>> ExpG_Away=1.8
>>> y = np.array( [1 - (ExpG_Home + ExpG_Away), ExpG_Home, ExpG_Away] )
>>> def squared_diff(x1, x2, x3, y):
...     ssd = []
...     for k in range(total_timeslot):  
...         if k in HomeG_Time:
...             ssd.append(sum((x2 - y) ** 2))
...         elif k in AwayG_Time:
...             ssd.append(sum((x3 - y) ** 2))
...         else:
...             ssd.append(sum((x1 - y) ** 2))
...     return ssd
... 
>>> sum(squared_diff(x1, x2, x3, y))
4765.599999999989

假设。使用pandas.DataFrame.apply

将y计算为(N,3)
>>> y = np.array( df.apply(lambda row: [1 - (row.ExpG_Home + row.ExpG_Away),
...                row.ExpG_Home, row.ExpG_Away ], 
...              axis=1).tolist() )
>>> y.shape
(5, 3)

对于给定x,现在计算平方误差

>>> def squared_diff(x, y):
...     return np.sum( np.square(x - y), axis=1)

在您的情况下,如果error2squared_diff(x2,y),则您要添加HomeG_Time的出现次数

>>> n3 = df.AwayG_Time.apply(len)
>>> n2 = df.HomeG_Time.apply(len)
>>> n1 = 200 - (n2 + n3)

最终平方误差总和是(根据您的计算)

>>> squared_diff(x1, y) * n1 + squared_diff(x2, y) * n2 + squared_diff(x3, y) * n3
0    4766.4
1    2349.4
2    2354.4
3    6411.6
4    4496.2
dtype: float64
>>>

答案 1 :(得分:1)

def squared_diff(row):
    y = np.array([1 - (row.ExpG_Home + row.ExpG_Away), row.ExpG_Home, row.ExpG_Away])
    HomeG_Time = row.HomeG_Time
    AwayG_Time = row.AwayG_Time
    x1 = np.array([1, 0, 0])
    x2 = np.array([0, 1, 0])
    x3 = np.array([0, 0, 1])
    total_timeslot = 200
    ssd = []
    for k in range(total_timeslot):  
        if k in HomeG_Time:
            ssd.append(sum((x2 - y) ** 2))
        elif k in AwayG_Time:
            ssd.append(sum((x3 - y) ** 2))
        else:
            ssd.append(sum((x1 - y) ** 2))
    return sum(ssd)

df.apply(squared_diff, axis=1)

Out[]: 
0    4766.4
1    2349.4
2    2354.4
3    6411.6
4    4496.2

答案 2 :(得分:1)

尝试一下

import pandas as pd
import numpy as np
df = pd.DataFrame({'Id': [102,103,104,303,305],'ExpG_Home':[1.8,1.5,1.6,1.8,2.9],
                  'ExpG_Away':[2.2,1.3,1.2,2.8,0.8],
                  'HomeG_Time':[[93, 109, 187],[169], [31, 159],[176],[16, 48, 66, 128]], 
                  'AwayG_Time':[[90, 177],[],[],[123,136],[40]]})
x1 = [1,0,0]    
x2 = [0,1,0]    
x3 = [0,0,1]
k=1    
total_timeslot = 200      # number of timeslot per game.

def squared_diff(x1, x2, x3,AwayG_Time,HomeG_Time, y):
    ssd = []
    for k in range(total_timeslot):  
        if k in HomeG_Time:
            ssd.append(sum((x2 - y) ** 2))
        elif k in AwayG_Time:
            ssd.append(sum((x3 - y) ** 2))
        else:
            ssd.append(sum((x1 - y) ** 2))
    return ssd

s=pd.DataFrame( pd.concat([df,1-(df['ExpG_Home']+df['ExpG_Away'])/k,df['ExpG_Home']/k,df['ExpG_Away']/k],axis=1).values)
df['res']=s.apply(lambda x: sum(squared_diff(x1,x2,x3,x[0],x[3],np.array([x[5],x[6],x[7]]))),axis=1) 
del s
print df

输出:

   AwayG_Time  ExpG_Away  ExpG_Home         HomeG_Time   Id     res
0   [90, 177]        2.2        1.8     [93, 109, 187]  102  4766.4
1          []        1.3        1.5              [169]  103  2349.4
2          []        1.2        1.6          [31, 159]  104  2354.4
3  [123, 136]        2.8        1.8              [176]  303  6411.6
4        [40]        0.8        2.9  [16, 48, 66, 128]  305  4496.2