Python 如何使用另一个数据帧创建多个三角形?
下面是我的代码:Python 如何使用另一个数据帧创建多个三角形?,python,pandas,dataframe,numpy,Python,Pandas,Dataframe,Numpy,下面是我的代码: triangle = cl.load_sample('genins') # Use bootstrap sampler to get resampled triangles bootstrapdataframe = cl.BootstrapODPSample(n_sims=4, random_state=42).fit(triangle).resampled_triangles_ #converting to dataframe resampledtriangledf =
triangle = cl.load_sample('genins')
# Use bootstrap sampler to get resampled triangles
bootstrapdataframe = cl.BootstrapODPSample(n_sims=4, random_state=42).fit(triangle).resampled_triangles_
#converting to dataframe
resampledtriangledf = bootstrapdataframe.to_frame()
print(resampledtriangledf)
在上面的代码中,我提到了n_sims(模拟的数量)=4。因此,它生成以下数据:
0 2001 12 254,926
0 2001 24 535,877
0 2001 36 1,355,613
0 2001 48 2,034,557
0 2001 60 2,311,789
0 2001 72 2,539,807
0 2001 84 2,724,773
0 2001 96 3,187,095
0 2001 108 3,498,646
0 2001 120 3,586,037
0 2002 12 542,369
0 2002 24 1,016,927
0 2002 36 2,201,329
0 2002 48 2,923,381
0 2002 60 3,711,305
0 2002 72 3,914,829
0 2002 84 4,385,757
0 2002 96 4,596,072
0 2002 108 5,047,861
0 2003 12 235,361
0 2003 24 960,355
0 2003 36 1,661,972
0 2003 48 2,643,370
0 2003 60 3,372,684
0 2003 72 3,642,605
0 2003 84 4,160,583
0 2003 96 4,480,332
0 2004 12 764,553
0 2004 24 1,703,557
0 2004 36 2,498,418
0 2004 48 3,198,358
0 2004 60 3,524,562
0 2004 72 3,884,971
0 2004 84 4,268,241
0 2005 12 381,670
0 2005 24 1,124,054
0 2005 36 2,026,434
0 2005 48 2,863,902
0 2005 60 3,039,322
0 2005 72 3,288,253
0 2006 12 320,332
0 2006 24 1,022,323
0 2006 36 1,830,842
0 2006 48 2,676,710
0 2006 60 3,375,172
0 2007 12 330,361
0 2007 24 1,463,348
0 2007 36 2,771,839
0 2007 48 4,003,745
0 2008 12 282,143
0 2008 24 1,782,267
0 2008 36 2,898,699
0 2009 12 362,726
0 2009 24 1,277,750
0 2010 12 321,247
1 2001 12 219,021
1 2001 24 755,975
1 2001 36 1,360,298
1 2001 48 2,062,947
1 2001 60 2,356,983
1 2001 72 2,781,187
1 2001 84 2,987,837
1 2001 96 3,118,952
1 2001 108 3,307,522
1 2001 120 3,455,107
1 2002 12 302,932
1 2002 24 1,022,459
1 2002 36 1,634,938
1 2002 48 2,538,708
1 2002 60 3,005,695
1 2002 72 3,274,719
1 2002 84 3,356,499
1 2002 96 3,595,361
1 2002 108 4,100,065
1 2003 12 489,934
1 2003 24 1,233,438
1 2003 36 2,471,849
1 2003 48 3,672,629
1 2003 60 4,157,489
1 2003 72 4,498,470
1 2003 84 4,587,579
1 2003 96 4,816,232
1 2004 12 518,680
1 2004 24 1,209,705
1 2004 36 2,019,757
1 2004 48 2,997,820
1 2004 60 3,630,442
1 2004 72 3,881,093
1 2004 84 4,080,322
1 2005 12 453,963
1 2005 24 1,458,504
1 2005 36 2,036,506
1 2005 48 2,846,464
1 2005 60 3,280,124
1 2005 72 3,544,597
1 2006 12 369,755
1 2006 24 1,209,117
1 2006 36 1,973,136
1 2006 48 3,034,294
1 2006 60 3,537,784
1 2007 12 477,788
1 2007 24 1,524,537
1 2007 36 2,170,391
1 2007 48 3,355,093
1 2008 12 250,690
1 2008 24 1,546,986
1 2008 36 2,996,737
1 2009 12 271,270
1 2009 24 1,446,353
1 2010 12 510,114
2 2001 12 170,866
2 2001 24 797,338
2 2001 36 1,663,610
2 2001 48 2,293,697
2 2001 60 2,607,067
2 2001 72 2,979,479
2 2001 84 3,127,308
2 2001 96 3,285,338
2 2001 108 3,574,272
2 2001 120 3,630,610
2 2002 12 259,060
2 2002 24 1,011,092
2 2002 36 1,851,504
2 2002 48 2,705,313
2 2002 60 3,195,774
2 2002 72 3,766,008
2 2002 84 3,944,417
2 2002 96 4,234,043
2 2002 108 4,763,664
2 2003 12 239,981
2 2003 24 983,484
2 2003 36 1,929,785
2 2003 48 2,497,929
2 2003 60 2,972,887
2 2003 72 3,313,868
2 2003 84 3,727,432
2 2003 96 4,024,122
2 2004 12 77,522
2 2004 24 729,401
2 2004 36 1,473,914
2 2004 48 2,376,313
2 2004 60 2,999,197
2 2004 72 3,372,020
2 2004 84 3,887,883
2 2005 12 321,598
2 2005 24 1,132,502
2 2005 36 1,710,504
2 2005 48 2,438,620
2 2005 60 2,801,957
2 2005 72 3,182,466
2 2006 12 255,407
2 2006 24 1,275,141
2 2006 36 2,083,421
2 2006 48 3,144,579
2 2006 60 3,891,772
2 2007 12 338,120
2 2007 24 1,275,697
2 2007 36 2,238,715
2 2007 48 3,615,323
2 2008 12 310,214
2 2008 24 1,237,156
2 2008 36 2,563,326
2 2009 12 271,093
2 2009 24 1,523,131
2 2010 12 430,591
3 2001 12 330,887
3 2001 24 831,193
3 2001 36 1,601,374
3 2001 48 2,188,879
3 2001 60 2,662,773
3 2001 72 3,086,976
3 2001 84 3,332,247
3 2001 96 3,317,279
3 2001 108 3,576,659
3 2001 120 3,613,563
3 2002 12 358,263
3 2002 24 1,139,259
3 2002 36 2,236,375
3 2002 48 3,163,464
3 2002 60 3,715,130
3 2002 72 4,295,638
3 2002 84 4,502,105
3 2002 96 4,769,139
3 2002 108 5,323,304
3 2003 12 489,934
3 2003 24 1,570,352
3 2003 36 3,123,215
3 2003 48 4,189,299
3 2003 60 4,819,070
3 2003 72 5,306,689
3 2003 84 5,560,371
3 2003 96 5,827,003
3 2004 12 419,727
3 2004 24 1,308,884
3 2004 36 2,118,936
3 2004 48 2,906,732
3 2004 60 3,561,577
3 2004 72 3,934,400
3 2004 84 4,010,511
3 2005 12 389,217
3 2005 24 1,173,226
3 2005 36 1,794,216
3 2005 48 2,528,910
3 2005 60 3,474,035
3 2005 72 3,908,999
3 2006 12 291,940
3 2006 24 1,136,674
3 2006 36 1,915,614
3 2006 48 2,693,930
3 2006 60 3,375,601
3 2007 12 506,055
3 2007 24 1,684,660
3 2007 36 2,678,739
3 2007 48 3,545,156
3 2008 12 282,143
3 2008 24 1,536,490
3 2008 36 2,458,789
3 2009 12 271,093
3 2009 24 1,199,897
3 2010 12 266,359
使用上述数据框,我必须基于Total列创建4个三角形:
例如:
Row Labels 12 24 36 48 60 72 84 96 108 120 Grand Total
2001 254,926 535,877 1,355,613 2,034,557 2,311,789 2,539,807 2,724,773 3,187,095 3,498,646 3,586,037 22,029,119
2002 542,369 1,016,927 2,201,329 2,923,381 3,711,305 3,914,829 4,385,757 4,596,072 5,047,861 28,339,832
2003 235,361 960,355 1,661,972 2,643,370 3,372,684 3,642,605 4,160,583 4,480,332 21,157,261
2004 764,553 1,703,557 2,498,418 3,198,358 3,524,562 3,884,971 4,268,241 19,842,659
2005 381,670 1,124,054 2,026,434 2,863,902 3,039,322 3,288,253 12,723,635
2006 320,332 1,022,323 1,830,842 2,676,710 3,375,172 9,225,377
2007 330,361 1,463,348 2,771,839 4,003,745 8,569,294
2008 282,143 1,782,267 2,898,699 4,963,110
2009 362,726 1,277,750 1,640,475
2010 321,247 321,247
Grand Total 3,795,687 10,886,456 17,245,147 20,344,022 19,334,833 17,270,466 15,539,355 12,263,499 8,546,507 3,586,037 128,812,009
.
.
.
像这样,我需要4个三角形(4是模拟的数量)使用第一个数据帧。
如果用户给出s_sims=900,那么它将创建900个总计值。基于此,我们必须创建900个三角形。使用
pivot_table
并选择聚合函数(sum
,但您可以使用mean
或其他任何函数):
df=df.pivot\u表(index=“origin”,columns=“development”,
values=“values”,aggfunc=“sum”)
df=df.set_指数(df.index.year)
df.loc[“总计”]=df.sum()
df.loc[:,“总计”]=df.sum(轴=1)
上述代码适用于以下输入数据:
>>df
起源与发展价值
全部的
01-01-0123.766810e+05
0 2001-01-01 24 1.025411e+06
01-01-01 36 1.541503e+06
0 2001-01-01 48 2.155232e+06
0 2001-01-01 60 2.422287e+06
... ... ... ...
49992008-01-01242.403488e+06
49992008-01-01363.100034e+06
49992009-01-0123.747304e+05
49992009-01-01241.262821e+06
49992010-01-012.469928e+05
[275000行x 3列]
到目前为止您尝试了什么?导入chainladder作为cl导入pandas作为pd triangle=cl.load\u sample('genins')s1=cl.BootstrapodpsSample(n\u sims=5000,random\u state=42)。拟合(三角形)。重新采样的\u triangles\u print(s1)df=s1。to\u frame()print(df)这是我生成第一个数据帧的代码。使用这个,我需要创建第二个数据帧。如何从第二个数据帧获取值?当然。我尝试了你的代码,但它不起作用。请帮助我将chainladder导入为cl导入熊猫作为pd#加载三角形三角形=cl.Load#U样本('genins')#使用引导采样器获取重采样三角形s1=cl.BootstrapPodPSample(n#sims=5000,随机状态=42)。拟合(三角形)。重采样三角形打印(s1)df=s1。到框架()打印(df)df=df.pivot(index=“origin”,columns=“development”,values=“values”)df.loc[“总计”]=df.sum()打印(df)这是我的代码。@Devil。因为您有重复的值(源代码、开发代码)
,所以您需要先对它们求和。正确的函数不是pivot
,而是pivot\u table
来应用聚合函数。pd.options.display.float\u format='{:,.2f}'。format
为行添加了总计。也可以在pd中执行此操作。将margins
与margins
和margins\u name
参数合并。
>>> df
development 12 24 36 48 60 72 84 96 108 120 Grand Total
origin
2001 1.356449e+09 4.695043e+09 8.226504e+09 1.200121e+10 1.408404e+10 1.555555e+10 1.690673e+10 1.781579e+10 1.917689e+10 1.951240e+10 1.293306e+11
2002 1.887634e+09 6.573443e+09 1.150100e+10 1.671772e+10 1.960781e+10 2.164808e+10 2.352267e+10 2.480478e+10 2.671911e+10 NaN 1.529823e+11
2003 1.866031e+09 6.531145e+09 1.137408e+10 1.657377e+10 1.945944e+10 2.148353e+10 2.334087e+10 2.459720e+10 NaN NaN 1.252261e+11
2004 1.842447e+09 6.411653e+09 1.120732e+10 1.633725e+10 1.917381e+10 2.117893e+10 2.301072e+10 NaN NaN NaN 9.916214e+10
2005 1.688064e+09 5.876106e+09 1.027445e+10 1.496756e+10 1.757424e+10 1.939891e+10 NaN NaN NaN NaN 6.977932e+10
2006 1.762834e+09 6.154760e+09 1.076776e+10 1.569864e+10 1.843549e+10 NaN NaN NaN NaN NaN 5.281948e+10
2007 1.968264e+09 6.855178e+09 1.195292e+10 1.741326e+10 NaN NaN NaN NaN NaN NaN 3.818962e+10
2008 2.344669e+09 8.218527e+09 1.433187e+10 NaN NaN NaN NaN NaN NaN NaN 2.489507e+10
2009 1.955145e+09 6.813284e+09 NaN NaN NaN NaN NaN NaN NaN NaN 8.768429e+09
2010 1.716057e+09 NaN NaN NaN NaN NaN NaN NaN NaN NaN 1.716057e+09
Grand Total 1.838759e+10 5.812914e+10 8.963591e+10 1.097094e+11 1.083348e+11 9.926499e+10 8.678100e+10 6.721778e+10 4.589601e+10 1.951240e+10 7.028691e+11