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Finance and Economics Discussion Series: 2009-40 Screen Reader version

Bayesian Analysis of Stochastic Volatility Models with Levy Jumps: Application to Risk Analysis

by
Pawel J. Szerszen

Data for Figures




Figure 5a: QQ-plot of generalized residuals model PJ

standard normal quantiles (6812 observations)quantiles of residuals
-3.7964-3.9185
-3.5146-3.1423
-3.3766-3.1342
-3.2829-3.1237
-3.2113-3.1172
-3.1532-3.0764
-3.1041-3.0747
-3.0615-3.0624
-3.0239-3.0488
-2.9901-3.0426
-2.9594-3.0321
-2.9312-3.0116
-2.9052-2.9993
-2.881-2.994
-2.8584-2.9834
-2.8372-2.9597
-2.8172-2.9503
-2.7983-2.9497
-2.7803-2.9489
-2.7631-2.9382
-2.7468-2.926
-2.7311-2.8821
-2.7161-2.8592
-2.7017-2.8434
-2.6878-2.8354
-2.6744-2.8242
-2.6615-2.8231
-2.649-2.8197
-2.6369-2.8022
-2.6251-2.7897
-2.6138-2.7882
-2.6027-2.7795
-2.592-2.7742
-2.5816-2.7563
-2.5714-2.7483
-2.5615-2.7311
-2.5518-2.7041
-2.5424-2.6735
-2.5332-2.6714
-2.5242-2.6663
-2.5154-2.6587
-2.5068-2.6487
-2.4983-2.646
-2.4901-2.6425
-2.482-2.6384
-2.4741-2.6068
-2.4663-2.5968
-2.4587-2.5944
-2.4512-2.5915
-2.4438-2.5877
-2.4366-2.5781
-2.4295-2.5689
-2.4225-2.5671
-2.4156-2.5315
-2.4089-2.5285
-2.4022-2.5201
-2.3957-2.5152
-2.3893-2.5114
-2.3829-2.4908
-2.3767-2.4907
-2.3705-2.4612
-2.3645-2.4505
-2.3585-2.4365
-2.3526-2.4259
-2.3468-2.4238
-2.341-2.4182
-2.3354-2.4069
-2.3298-2.4021
-2.3243-2.3799
-2.3188-2.3774
-2.3134-2.3706
-2.3081-2.3686
-2.3029-2.3685
-2.2977-2.365
-2.2926-2.3636
-2.2875-2.3503
-2.2825-2.3479
-2.2775-2.3394
-2.2726-2.3342
-2.2678-2.3325
-2.263-2.3292
-2.2583-2.3266
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-2.2353-2.3004
-2.2309-2.2999
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-2.205-2.2797
-2.2009-2.2788
-2.1967-2.2623
-2.1927-2.2591
-2.1886-2.2536
-2.1846-2.2488
-2.1806-2.2453
-2.1766-2.2413
-2.1727-2.2395
-2.1689-2.2371
-2.165-2.2363
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-2.1574-2.2234
-2.1536-2.2212
-2.1499-2.2196
-2.1462-2.2118
-2.1426-2.21
-2.1389-2.2037
-2.1353-2.1969
-2.1317-2.1923
-2.1282-2.177
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-2.1177-2.1613
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-2.1006-2.1543
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-1.8698-1.92
-1.8677-1.9175
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-1.8635-1.9137
-1.8614-1.9136
-1.8594-1.9121
-1.8573-1.9119
-1.8552-1.9086
-1.8532-1.9082
-1.8511-1.908
-1.8491-1.8958
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-1.8272-1.8678
-1.8252-1.8668
-1.8233-1.8646
-1.8213-1.8646
-1.8194-1.8638
-1.8175-1.8634
-1.8156-1.8581
-1.8137-1.857
-1.8118-1.8555
-1.8099-1.8485
-1.808-1.8466
-1.8061-1.8443
-1.8042-1.8407
-1.8023-1.8319
-1.8005-1.8308
-1.7986-1.828
-1.7968-1.826
-1.7949-1.825
-1.7931-1.8245
-1.7913-1.8243
-1.7894-1.8238
-1.7876-1.8217
-1.7858-1.8207
-1.784-1.8186
-1.7822-1.8134
-1.7804-1.813
-1.7786-1.8112
-1.7768-1.8098
-1.775-1.8094
-1.7732-1.8092
-1.7715-1.8053
-1.7697-1.8
-1.7679-1.7999
-1.7662-1.7978
-1.7644-1.7967
-1.7627-1.7954
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2.76312.7485
2.78032.7537
2.79832.7822
2.81722.806
2.83722.8171
2.85842.8247
2.8812.8731
2.90522.8862
2.93122.8946
2.95942.8966
2.99012.9522
3.02392.9659
3.06153.0162
3.10413.0721
3.15323.0725
3.21133.0732
3.28293.0888
3.37663.1588
3.51463.1747
3.79643.3458
Return to Figure 5

Figure 5b: QQ-plot of generalized residuals model PJSV

standard normal quantiles (6812 observations)quantiles of residuals
-3.7964-8.9882
-3.5146-3.6351
-3.3766-3.5283
-3.2829-3.2737
-3.2113-3.2343
-3.1532-3.1407
-3.1041-3.0729
-3.0615-3.0442
-3.0239-2.9508
-2.9901-2.925
-2.9594-2.887
-2.9312-2.878
-2.9052-2.8483
-2.881-2.8346
-2.8584-2.8239
-2.8372-2.732
-2.8172-2.695
-2.7983-2.677
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-2.7631-2.6675
-2.7468-2.6616
-2.7311-2.6144
-2.7161-2.5968
-2.7017-2.5908
-2.6878-2.5426
-2.6744-2.5419
-2.6615-2.5262
-2.649-2.523
-2.6369-2.5084
-2.6251-2.5072
-2.6138-2.5017
-2.6027-2.4983
-2.592-2.4983
-2.5816-2.4955
-2.5714-2.488
-2.5615-2.4814
-2.5518-2.4739
-2.5424-2.4593
-2.5332-2.4569
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-2.4983-2.4397
-2.4901-2.4361
-2.482-2.4339
-2.4741-2.4178
-2.4663-2.4124
-2.4587-2.4097
-2.4512-2.4063
-2.4438-2.4062
-2.4366-2.3725
-2.4295-2.351
-2.4225-2.3352
-2.4156-2.3278
-2.4089-2.3272
-2.4022-2.3222
-2.3957-2.3187
-2.3893-2.2952
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