I would like to bfill, and ffillmulti- DataFramecontaining NaN(in this case the field ImpVol) using the method interpolate. The section DataFramemay look like this:
Expiration OptionType Strike ImpVol
2014-12-26 call 140.0 NaN
145.0 NaN
147.0 NaN
149.0 NaN
150.0 NaN
152.5 NaN
155.0 0.233631
157.5 0.206149
160.0 0.149118
162.5 0.110867
165.0 0.110047
167.5 NaN
170.0 NaN
172.5 NaN
175.0 NaN
177.5 NaN
180.0 NaN
187.5 NaN
192.5 NaN
put 132.0 NaN
135.0 NaN
140.0 NaN
141.0 NaN
142.0 0.541311
143.0 NaN
144.0 0.546672
145.0 0.504691
146.0 0.485586
147.0 0.426898
148.0 0.418084
149.0 0.405254
150.0 0.372353
152.5 0.311049
155.0 0.246892
157.5 0.187426
160.0 0.132475
162.5 0.098377
165.0 NaN
167.5 0.249519
170.0 0.270546
180.0 NaN
182.5 0.634539
185.0 0.656332
187.5 0.711593
2015-01-02 call 145.0 NaN
146.0 NaN
149.0 NaN
150.0 NaN
152.5 NaN
155.0 0.213742
157.5 0.205705
160.0 0.160824
162.5 0.143180
165.0 0.129292
167.5 0.127415
170.0 0.148275
172.5 NaN
175.0 NaN
180.0 NaN
182.5 NaN
195.0 NaN
put 135.0 0.493639
140.0 0.463828
141.0 0.459619
142.0 0.442729
143.0 0.431823
145.0 0.391141
147.0 0.313090
148.0 0.310796
149.0 0.296146
150.0 0.280965
152.5 0.240727
155.0 0.203776
157.5 0.175431
160.0 0.143198
162.5 0.121621
165.0 0.105060
167.5 0.160085
170.0 NaN
For those of you who are not familiar with the domain, I will interpolate the missing (or bad) implied option volatility. They must be interpolated through the strike after the expiration and combination of parameter types and cannot be interpolated across the entire population of options. For example, I need to interpolate options 2014-12-26 callseparately than options 2014-12-26 put.
I previously selected a slice of values to interpolate with something like this:
optype = 'call'
expiry = '2014-12-26'
s = df['ImpVol'][expiry][optype].interpolate().ffill().bfill()
, . interpolate , (.. ), interpolate , . :
print df['ImpVol'].interpolate().ffill().bfill()
Expiration OptionType Strike ImpVol
2014-12-26 call 140.0 0.233631
145.0 0.233631
147.0 0.233631
149.0 0.233631
150.0 0.233631
152.5 0.233631
155.0 0.233631
157.5 0.206149
160.0 0.149118
162.5 0.110867
165.0 0.110047
167.5 0.143222
170.0 0.176396
172.5 0.209570
175.0 0.242744
177.5 0.275918
180.0 0.309092
187.5 0.342267
192.5 0.375441 <-- interpolates from the 2014-12-26 call...
put 132.0 0.408615 <-- ... to the 2014-12-26 put, which is bad
135.0 0.441789
140.0 0.474963
141.0 0.508137
142.0 0.541311
143.0 0.543992
144.0 0.546672
145.0 0.504691
146.0 0.485586
147.0 0.426898
148.0 0.418084
149.0 0.405254
150.0 0.372353
152.5 0.311049
155.0 0.246892
157.5 0.187426
160.0 0.132475
162.5 0.098377
165.0 0.173948
167.5 0.249519
170.0 0.270546
180.0 0.452542
182.5 0.634539
185.0 0.656332
187.5 0.711593
, ?