[Vinecopula-commits] r31 - / pkg/man

noreply at r-forge.r-project.org noreply at r-forge.r-project.org
Fr Okt 11 16:32:58 CEST 2013 

Author: ulf
Date: 2013-10-11 16:32:57 +0200 (Fri, 11 Oct 2013)
New Revision: 31

Modified:
   pkg.pdf
   pkg/man/BiCopPar2TailDep.Rd
   pkg/man/BiCopPar2Tau.Rd
Log:
Ich hoffe jetzt stimmen die Formeln in tau und tail dependence

Modified: pkg/man/BiCopPar2TailDep.Rd
===================================================================
--- pkg/man/BiCopPar2TailDep.Rd	2013-10-11 13:35:49 UTC (rev 30)
+++ pkg/man/BiCopPar2TailDep.Rd	2013-10-11 14:32:57 UTC (rev 31)
@@ -102,8 +102,8 @@
 \code{28, 38} \tab - \tab - \cr
 \code{29, 39} \tab - \tab - \cr
 \code{30, 40} \tab - \tab - \cr
-\code{104, 204} \tab - \tab \eqn{\Psi_1+\Psi_2-2((0.5\Psi_1)^{\theta}+(0.5\Psi_2)^{\theta})^{1/\theta}} \cr
-\code{114, 214} \tab \eqn{\Psi_1+\Psi_2-2((0.5\Psi_1)^{\theta}+(0.5\Psi_2)^{\theta})^{1/\theta}} \tab - \cr
+\code{104,204} \tab - \tab \eqn{\delta+1-(\delta^{\theta}+1)^{1/\theta}} \cr
+\code{114, 214} \tab \eqn{1+\delta-(\delta^{\theta}+1)^{1/\theta}} \tab - \cr
 \code{124, 224} \tab - \tab - \cr
 \code{134, 234} \tab - \tab - \cr
 }

Modified: pkg/man/BiCopPar2Tau.Rd
===================================================================
--- pkg/man/BiCopPar2Tau.Rd	2013-10-11 13:35:49 UTC (rev 30)
+++ pkg/man/BiCopPar2Tau.Rd	2013-10-11 14:32:57 UTC (rev 31)
@@ -85,10 +85,14 @@
 \code{29, 39} \tab \eqn{-1-4\int_0^1 ( (1-(1-t)^{-\theta})^{\delta} - )/( -\theta\delta(1-t)^{-\theta-1}(1-(1-t)^{-\theta})^{\delta-1} ) dt} \cr
 \code{30, 40} \tab \eqn{-1-4\int_0^1 -\log \left( ((1+t\delta)^{-\theta}-1)/((1+\delta)^{-\theta}-1) \right)} \cr 
 	 \tab \eqn{* (1+t\delta-(1+t\delta)^{\theta}-(1+t\delta)^{\theta}t\delta)/(\theta\delta) dt} \cr
-   \code{104,114,204,214} \tab \eqn{\int_0^1 \frac{t(1-t)A^{\prime\prime}(t)}{A(t)^2}dt} \cr
-   \tab with \eqn{A(t) = (1-\Psi_2)(1-t)+(1-\Psi_1)t+[(\Psi_1(1-t))^{\theta}+(\Psi_2t)^{\theta}]^{1/\theta}} \cr
-   \code{124,134,224,234} \tab \eqn{-\int_0^1 \frac{t(1-t)A^{\prime\prime}(t)}{A(t)^2}dt} \cr
-   \tab with \eqn{A(t) = (1-\Psi_2)(1-t)+(1-\Psi_1)t+[(\Psi_1(1-t))^{-\theta}+(\Psi_2t)^{-\theta}]^{-1/\theta}} \cr
+   \code{104,114} \tab \eqn{\int_0^1 \frac{t(1-t)A^{\prime\prime}(t)}{A(t)}dt} \cr
+   \tab with \eqn{A(t) = (1-\delta)t+[(\delta(1-t))^{\theta}+t^{\theta}]^{1/\theta}} \cr
+   \code{204,214} \tab \eqn{\int_0^1 \frac{t(1-t)A^{\prime\prime}(t)}{A(t)}dt} \cr
+   \tab with \eqn{A(t) = (1-\delta)(1-t)+[(1-t)^{-\theta}+(\delta t)^{-\theta}]^{-1/\theta}} \cr
+   \code{124,134} \tab \eqn{-\int_0^1 \frac{t(1-t)A^{\prime\prime}(t)}{A(t)}dt} \cr
+   \tab with \eqn{A(t) = (1-\delta)t+[(\delta(1-t))^{-\theta}+t^{-\theta}]^{-1/\theta}} \cr
+   \code{224,234} \tab \eqn{-\int_0^1 \frac{t(1-t)A^{\prime\prime}(t)}{A(t)}dt} \cr
+   \tab with \eqn{A(t) = (1-\delta)(1-t)+[(1-t)^{-\theta}+(\delta t)^{-\theta}]^{-1/\theta}} \cr
    
 }
 }

Modified: pkg.pdf
===================================================================
--- pkg.pdf	2013-10-11 13:35:49 UTC (rev 30)
+++ pkg.pdf	2013-10-11 14:32:57 UTC (rev 31)
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[TRUNCATED]

To get the complete diff run:
    svnlook diff /svnroot/vinecopula -r 31

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