Python Pandas Dataframe永久性cumprod

Question

I have the following sample of the Dataframe (population rows 100k+):

In:

    official        delta
    0               0.000201567           
    0               0.000194400            
    0               0.000151906            
    62.94957331     0.000144387            
    64.06471633     0.000125152            
    64.51335098     0.000133459            
    64.4101024      0.000120795            
    0               0.000146456

but receive the following output:

official        delta               result
0               0.000201567         0
0               0.0001944           0 
0               0.000151906         0
62.94957331     0.000144387         0
64.06471633     0.000125152         0
64.51335098     0.000133459         0
64.4101024      0.000120795         0
0               0.000146456         0

Desired solution:

official     delta          result
0            0.000201567    0
0            0.0001944      0
0            0.000151906    0
62.94957331  0.000144387    62.94957331
64.06471633  0.000125152    64.06471633
64.51335098  0.000133459    64.51335098
64.4101024   0.000120795    64.4101024
0            0.000146456    63.76600137

I tried the following code although it seems that it does not work correctly. I do not understand why it gives a fault result. When I execute it in a demo dataframe, everything is fine.

The code should pick up the 'official' element when mask is True otherwise multiply its previous element with 0.99 . The issue here is that when the mask is True, the code does not pick the 'official' element.

mask = (df['official']<51) & (df['delta']>0)

df['result'] = df['official'].where(mask,0.99).groupby(~mask.cumsum()).cumprod()

Answer 1

mask = ~((df['official'] < 51) & (df['delta'] > 0))    
df['result1'] = df['official'].where(mask, 0.99*df['official'].shift(1)).fillna(0.0)

Add a unary operator to mask with ~ . If the mask element is True, that element, otherwise, shift 'official' down by one row and multiply by 0.99. Fill the first element which will be NaN caused by the shift.

Result:

    official     delta     result    result1
0   0.000000  0.000202   0.000000   0.000000
1   0.000000  0.000194   0.000000   0.000000
2   0.000000  0.000152   0.000000   0.000000
3  62.949573  0.000144  62.949573  62.949573
4  64.064716  0.000125  64.064716  64.064716
5  64.513351  0.000133  64.513351  64.513351
6  64.410102  0.000121  64.410102  64.410102
7   0.000000  0.000146  63.766001  63.766001