# Copula-Based Mixed Regression Models ## Help Pages

 berncpdf Bernoulli with p = 1/(1+exp(-th)) cdf/pdf and derivatives coplik Copula cdf/pdf and ders dbvn Normal density dbvn2 Normal density (version 2) dbvncop Normal copula density dbvtcop Student copula density dcop Copula pdf dfgm Farlie-Gumbel-Morgenstern copula density, -1<= cpar<= dfrk B3 bivariate Frank copula density dgal B7 Galambos copula density, cpar>0 dgum B6 Gumbel copula density, cpar>1 dhr B8 Huesler-Reiss copula density, cpar>0 djoe B5 Joe copula density dmtcj B4 MTCJ copula density, cpar>0 dpla B2 Plackett copula density EstContinuous Copula-based estimation of mixed regression models for continuous response EstDiscrete Copula-based estimation of mixed regression models for discrete response expcond Conditional expectation expcondinv Inverse conditional expectation for a vector of probabilities expcondinv1 Inverse conditional expectation for a single value expcpdf Exponential cdf/pdf and ders ffgmders Farlie-Gumbel-Morgenstern copula cdf/pdf and ders ffrkders Frank copula cdf/pdf and ders fgumders Gumbel copula cdf/pdf and ders fjoeders Joe copula cdf/pdf and ders fmtcjders Clayton copula cdf/pdf and ders fnorders Farlie-Gumbel-Morgenstern copula cdf/pdf and ders fpladers Plackett copula cdf/pdf and ders ftders Student copula cdf/pdf and ders ftdersP Student copula cdf/pdf and ders geomcpdf Geometric with p = 1/(1+exp(-th)) cdf/pdf and ders invfunc Inverse function lapcpdf Laplace cdf/pdf and ders linkCop Link to copula parameter MAP.continuous Estimation of latent variables in the continuous case MAP.discrete Estimation of latent variable in the dicrete case margins Margins cdf/pdf and their derivatives mlecop Estimation of the parameter of a bivariate copula (Clayton, Frank, Gumbel) mlecop.disc Estimation of the parameter of a bivariate copula (Clayton, Frank, Gumbel) when the first observation is 0 or 1 multinomcpdf Multinomial with p = 1/(1+exp(-th)) cdf/pdf and ders multinomial Simulated data nbinom1cpdf Negative binomial cdf/pdf and ders nbinomcpdf Negative binomial cdf/pdf and ders normal Simulated data normcpdf normal cdf/pdf and ders out.normal EstContinuous object out.poisson EstDiscrete object pcond Conditional cdf pcondcla Conditional Clayton pcondfgm Conditional FGM (B10) pcondfrk Conditional Frank (B3) pcondgal Conditional Galambos (B7) pcondgum Conditional Gumbel (B6) pcondhr Conditional Huesler-Reiss (B8) pcondjoe Conditional Joe (B5) pcondnor Conditional Gaussian pcondpla Conditional Plackett (B2) pcondt Conditional Student poiscpdf Poisson cdf/pdf and ders poisson Simulated data predictContinuous Conditional expectation for a copula-based estimation of mixed regression models for continuous response predictDiscrete Conditional expectation for a copula-based estimation of mixed regression models for discrete response pseudosC Estimation cdf, left-continuous cdf, and pseudo-observations qcond Inverse conditional cdf qcondcla Inverse clayton qcondfgm Inverse FGM (B10) qcondfra Inverse Frank qcondgal Inverse Galambos qcondgum Inverse Gumbel qcondhr Inverse Huesler-Reiss qcondjoe Inverse Joe qcondnor Inverse Gaussian qcondpla Inverse Plackett qcondt Inverse Student SimGenCluster Simulation of clustered data SimMultinomial Simulation of multinomial clustered data tcpdf Student cdf/pdf and ders weibcpdf Weibul cdf/pdf and ders