Fix release issues

DESCRIPTION

@@ -2,8 +2,8 @@ Package: LifeInsuranceContracts
 Type: Package
 Version: 0.0.1
 Date: 2020-09-04
-Title: A framework for general, traditional life insurance contracts, including profit
-    participation and contract changes
+Title: A Framework for General, Traditional Life Insurance Contracts, Including Profit
+    Participation and Contract Changes
 Description: R6 classes to model traditional life insurance
     contracts like annuities, whole life insurances or endowments. All relevant
     quantities like premium decomposition, reserves and benefits over the whole
@@ -19,9 +19,9 @@ Imports:
     objectProperties,
     lubridate,
     openxlsx,
-    abind,
     dplyr,
     scales,
+    abind,
     stringr,
     methods,
     rlang
@@ -51,3 +51,4 @@ VignetteBuilder: knitr
 Roxygen: list(markdown = TRUE)
 URL: https://gitlab.open-tools.net/R/r-life-insurance-contracts
 BugReports: https://gitlab.open-tools.net/R/r-life-insurance-contracts/-/issues
+"

R/HelperFunctions.R

@@ -129,7 +129,7 @@ mergeValues3D = function(starting, ending, t) {
   } else if (t == 0) {
     ending
   } else {
-    abind(starting[1:t,,], ending[-1:-t,,], along = 1)
+    abind::abind(starting[1:t,,], ending[-1:-t,,], along = 1)
   }
 }
 # Caution: px is not neccessarily 1-qx, because we might also have dread diseases so that px=1-qx-ix! However, the ix is not used for the survival present value

R/InsuranceContract.R

@@ -32,7 +32,7 @@ NULL
 #' # Calculation approach: Valuation
 #'
 #' The calculation of all contract values is controlled by the function
-#' \ifelse{html}{\href{method-calculateContract}{\code{InsuranceContract$calculateContract()}}}{\code{InsuranceContract$calculateContract()()}} (using methods of the [InsuranceTarif]
+#' \ifelse{html}{\href{#method-calculateContract}{\code{InsuranceContract$calculateContract()}}}{\code{InsuranceContract$calculateContract()()}} (using methods of the [InsuranceTarif]
 #' object) and follows the following logic:
 #'
 #' 1. First the **contingent (unit) cash flows** and the **transition probbilities**

README.md

-# r-life-insurance-contracts
-R package implementing general insurance contracts
+# The *LifeInsuranceContracts* Package For Traditional Life Insurance with Guarantee and Profit Participation
+R package implementing general life insurance contracts
+
+This package R6 classes to model traditional life insurance
+    contracts like annuities, whole life insurances or endowments. All relevant
+    quantities like premium decomposition, reserves and benefits over the whole
+    contract period are calculated and potentially exported to excel. Mortalities
+    are given using the MortalityTables package.

man/InsuranceContract.Rd

@@ -30,7 +30,7 @@ field of the object.
 
 \section{Calculation approach: Valuation}{
 The calculation of all contract values is controlled by the function
-\ifelse{html}{\href{method-calculateContract}{\code{InsuranceContract$calculateContract()}}}{\code{InsuranceContract$calculateContract()()}} (using methods of the \link{InsuranceTarif}
+\ifelse{html}{\href{#method-calculateContract}{\code{InsuranceContract$calculateContract()}}}{\code{InsuranceContract$calculateContract()()}} (using methods of the \link{InsuranceTarif}
 object) and follows the following logic:
 \enumerate{
 \item First the \strong{contingent (unit) cash flows} and the \strong{transition probbilities}

vignettes/using-the-lifeinsurancecontracts-package.Rmd

@@ -1512,7 +1512,7 @@ lapply(blk, function(b) {
 In addition to the above guaranteed values, many contracts also include some 
 kind of profit sharing. The total amount of money to be distributed is usually
 predetermined by law or regulation (in Austria by the
-[https://www.ris.bka.gv.at/GeltendeFassung.wxe?Abfrage=Bundesnormen&Gesetzesnummer=20009295]("Lebensversicherung-Gewinnbeteiligungsverordnung -- LV-GBV")), 
+["Lebensversicherung-Gewinnbeteiligungsverordnung -- LV-GBV"](https://www.ris.bka.gv.at/GeltendeFassung.wxe?Abfrage=Bundesnormen&Gesetzesnummer=20009295), 
 but the actual way they are distributed to individual contracts is up the
 insurance undertaking. The profit participation scheme defines profit participation
 allocations based on certain rates and bases, where the formulas and the types