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用于二元或多元copula 的计算,可以使用

matlab

2021-4-14

用于二元或多元copula 的计算,可以使用

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1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/ang_chen1.m , 1620
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/BB7UgivenV_inverse2.m , 1451
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/BB7UgivenV_t.m , 1288
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bb7_rnd.m , 1612
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/beta_cdf.m , 815
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/beta_inv.m , 1337
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/beta_pdf.m , 1122
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bisect2.m , 2845
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivarnormcdf.m , 2277
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivarnormcdf2.m , 1684
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivarnormcdf_arg.m , 462
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivartcdfmc.m , 2655
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivartLL.m , 585
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivartpdf.m , 1126
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivnormpdf.m , 1155
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/bivnorm_tvp1_CL.m , 1964
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/claytonCL.m , 1082
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/clayton_cdf.m , 1567
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/clayton_pdf.m , 1518
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/clayton_rnd.m , 1719
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/contents.xls , 35328
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/contour_plots_code.m , 4024
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/copula_example_code.m , 6928
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/corrcoef12.m , 832
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/cov12.m , 559
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/empiricalcdf.m , 1038
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/fdis_cdf.m , 778
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/frankCL.m , 426
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/gumbelCL.m , 1095
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/GumbelUgivenV_inverse2.m , 810
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/GumbelUgivenV_t.m , 484
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/Gumbel_cdf.m , 1143
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/gumbel_pdf.m , 1285
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/Gumbel_rnd.m , 1425
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/Gumbel_tvp1_CL.m , 1783
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/ibm_ccola_rets.txt , 85952
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/kappa2tau.m , 440
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/nines.m , 1403
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/NormalCopula_cdf.m , 864
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/NormalCopula_CL.m , 678
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/NormalCopula_pdf.m , 730
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/plackettCL.m , 959
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/PlackettUgivenV_inverse2.m , 1356
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/PlackettUgivenV_t.m , 437
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/plackett_cdf.m , 1324
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/plackett_pdf.m , 1175
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/plackett_rnd.m , 1530
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/quantiledep.m , 767
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/readme.txt , 1203
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/rho2theta.m , 517
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/sym_jc_cdf.m , 1657
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/sym_jc_CL.m , 1085
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/sym_jc_example_code.m , 1090
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/sym_jc_pdf.m , 2639
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/sym_jc_rnd.m , 2001
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/sym_jc_tvp_CL.m , 1998
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tau2kappa.m , 469
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tCopula.m , 1764
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tcopulaCL.m , 1390
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tCopula_cdf.m , 1898
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tcopula_pdf.m , 1569
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tdis_cdf.m , 918
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tdis_inv.m , 855
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/tdis_pdf.m , 941
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/copula_codes/theta2rho.m , 732
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/CopulaToolboxTutorial.m , 7917
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/datafiles.mat , 89651
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/Dynamic copula toolbox.pdf , 168779
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/tutorials/CopulaToolboxTutorial.m , 7917
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/user functions/EstInvals4CopulaVine.m , 6309
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/user functions/filtReturnsGARCH.m , 5848
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/user functions/fitCopula.m , 9660
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/user functions/fitCopulaVine.m , 5325
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/user functions/setCopulaLLinputs.m , 3202
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/user functions/setCopulaVineLLinputs.m , 1715
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/utilities functions/CopulaLL.m , 6162
1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/1.═°╔╧╒╥╡─copula╣ñ╛▀░ⁿ-│╠╨≥░ⁿ/Dynamic_Copula_Toolbox_2.0/Dynamic Copula Toolbox 2.0/utilities functions/CopulaVineLL.m , 4596
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