From f2339b20aa6ed90f5d7135d852cabe05d0267476 Mon Sep 17 00:00:00 2001
From: Reinhold Kainhofer <reinhold@kainhofer.com>
Date: Fri, 15 Apr 2016 00:04:58 +0200
Subject: [PATCH] Lots of improvements

- Implement terme fixe
- Lots more loadings and rebates
- fix some issues with premium and present value calculation
- Calculate total benefix present value (survival, death, premium refund)
- Loadings can be overridden in the contract object (passed to the tarif,
  where the tarif-wide and contract-specific loadings are merged and
  contract-specific settings take precedence)
- First attempt at reserve calcultion
- Move contract class to its own file
- Valuation Tables: add modification function to adjust resulting death
  probabilities (e.g. monotonize, set lower bound for q_x, etc.)
- Properly implement age-shifted tables, add ageShift(table, YOB) function
---
 .../Formelsammlung_Beispielrechnung.pdf       | Bin 219429 -> 221399 bytes
 .../Formelsammlung_Beispielrechnung.tex       |  22 +-
 R/InsuranceContract.R                         | 263 +++++++---------
 R/InsuranceTarif.R                            | 285 +++++++-----------
 R/ValuationTables.R                           |  70 +++--
 R/ValuationTables_Austria_Annuities.R         |   1 +
 R/ValuationTables_Austria_Census.R            |  10 +-
 7 files changed, 296 insertions(+), 355 deletions(-)

diff --git a/Formulas_Reference/Formelsammlung_Beispielrechnung.pdf b/Formulas_Reference/Formelsammlung_Beispielrechnung.pdf
index 0fe614cc66984ad456a22bbce29c30e379a86dc0..105f4b4c6cd5eacdebfe1a8419048aca6ca26b3f 100644
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diff --git a/Formulas_Reference/Formelsammlung_Beispielrechnung.tex b/Formulas_Reference/Formelsammlung_Beispielrechnung.tex
index 81ef653..afe4691 100644
--- a/Formulas_Reference/Formelsammlung_Beispielrechnung.tex
+++ b/Formulas_Reference/Formelsammlung_Beispielrechnung.tex
@@ -577,24 +577,30 @@ Bruttoprämie & Zähler &
 \section{Zuschläge und Abschläge, Vorgeschriebene Prämie}
 
 \begin{longtable}{p{4cm}p{11cm}}
- $StkK$ \dots & Stückkosten pro Jahr (während Prämienzahlungsdauer, einmalig bei Einmalprämien)\\
  $oUZu$ \dots & Zuschlag für Vertrag ohne ärztliche Untersuchung\\
  $SuRa=SuRa(VS)$ \dots & Summenrabatt (von Höhe der VS abhängig)\\
+ $VwGew$ \dots & Vorweggewinnbeteiligung in Form eines \%-uellen Rabattes auf die Bruttoprämie\\
+ $StkK$ \dots & Stückkosten pro Jahr (während Prämienzahlungsdauer, einmalig bei Einmalprämien)\\
  $PrRa=PrRa(BP)$ \dots & Prämienrabatt (von Höhe der Bruttoprämie abhängig)\\
- $VwGew$ \dots & Vorweggewinnbeteiligung in Form eines Rabattes\\
+ $VwGew_{StkK}$ \dots & Vorweggewinnbeteiligung in Form eines Rabattes auf die Prämie nach Zu-/Abschlägen (insbesondere nach Stückkosten)\\
+ $PartnerRa$ \dots & Partnerrabatt auf Prämie nach Zu-/Abschlägen (z.B. bei Abschluss mehrerer Verträge), additiv zu $VwGew_{StkK}$\\
+ 
  $uz(k)$ \dots & Zuschlag für unterjährige Prämienzahlung ($k$ mal pro Jahr)
  \begin{equation*}
-  uz(k)=
- \end{equation*}
+  uz(k)=\left.\begin{cases}uk_1 & \text {für jährliche}\\uk_2 & \text {für halbjährliche} \\ uk_4 & \text{für quartalsweise}\\uk_{12} & \text{für monatliche}\end{cases}\right\} \text{Prämienzahlung}
+ \end{equation*}\\
+ 
+ 
+ $VSt$ \dots & Versicherungssteuer (in Österreich 4\% oder 11\%) \\
 
 \end{longtable}
 
 
-\begin{align*}
-\intertext{Vorgeschriebene Prämie:}
-PV_{\act[x]{n}} &= \left\{ (BP_{\act[x]{n}} + oUZu - SuRa) \cdot VS \cdot (1-VwGew) + StkK\right\} \cdot \frac{1+uz(pz)}{pz} \cdot (1+VSt)
+Vorgeschriebene Prämie:
+\begin{multline*}
+PV_{\act[x]{n}} = \left\{ (BP_{\act[x]{n}} + oUZu - SuRa) \cdot VS \cdot (1-VwGew) + StkK\right\} \cdot \\ \left(1-PrRa-VwGew_{StkK}-PartnerRa\right)\cdot \frac{1+uz(k)}{k} \cdot (1+VSt)
 % 
-\end{align*}
+\end{multline*}
 
 
 \pagebreak
diff --git a/R/InsuranceContract.R b/R/InsuranceContract.R
index 016450b..79f0b41 100644
--- a/R/InsuranceContract.R
+++ b/R/InsuranceContract.R
@@ -1,154 +1,113 @@
-library("lifecontingencies");
-
-
-# (virtual) base class for valuation tables, contains only the name / ID
-InsuranceContract=setRefClass(
-  "InsuranceContract", 
-  slots=c(
-    name="character",
-    tarif="character",
-    desc="character",
-    YOB="numeric",
-    YOB2="numeric",
-    age="numeric",
-    age2="numeric",
-    contractLength="numeric",
-    mortalityTable="valuationTable",
-    mortalityTable2="valuationTable",
-    
-    interest="numeric",
-    
-#     cashflows="data.frame",
-#     deathPayments="list",
-#     survivalPayments="list",
-#     costCashflows="data.frame",
-    cashflows="data.frame",
-    
-    probabilities="data.frame",
-    
-    
-    unterjährigkeit="numeric",
-    unterjährigkeitsapproximation="numeric",
-    cache.uj="list"
-    
-    
-    ), 
-  prototype=list(
-    name="Insurance Contract Type",
-    tarif="Tariff",
-    desc="Description of the contract",
-    YOB=1977,
-#     YOB2=1977,
-    age=35,
-#     age2=35,
-    contractLength=Inf,
-    mortalityTable=AVOe2005R.unisex,
-#     mortalityTable2=AVOe2005R.unisex,
-
-    interest=0,
-    
-    deathPayments=list(),
-    survivalPayments=list(),
-    costCashflows=data.frame(),
-    cashflows=data.frame(),
-    probabilities=data.frame(),
-    
-    unterjährigkeit=1,
-    unterjährigkeitsapproximation=1
-  )
-);
 
-# createCostStructure=function(age=35,contractLength=inf,
-#   alphaVS,
-#   alphaBP,
-#   
-# 
-# CostStructure=setClass(
-#   "CostStructure",
-#   
-# )
-
-
-calcUnterjährigkeit = function(m=1,i=0, order=0) {
-  alpha=1;
-  beta=(m-1)/(2*m);
-  if (order>=1)     { beta = beta + (m^2-1)/(6*m^2)*i;    }
-  if (order == 1.5) { beta = beta + (1-m^2)/(12*m^2)*i^2; }
-  if (order >= 2)   { beta = beta + (1-m^2)/(24*m^2)*i^2;
-                      alpha= alpha+ (m^2-1)/(12*m^2)*i^2; }
-  list(alpha=alpha, beta=beta);
-}
-
-setGeneric("createContractCashflows", function(object) standardGeneric("createContractCashflows"))
-
-setGeneric("calculate", function(object) standardGeneric("calculate"));
-setMethod("calculate", "InsuranceContract",
-  function (object) {
-    # 0) Prepare helper values
-    # 0a: Unterjährigkeit
-    m = object@unterjährigkeit;
-    object@cache.uj=calcUnterjährigkeit(m=m, i=object@interest, order=object@unterjährigkeitsapproximation);
-    
-  
-    # 1) Generate mortality table
-    if (!is.null(object@contractLength) && is.finite(object@contractLength)) {
-      ages = (object@age):(object@contractLength);
-    } else {
-      ages = (object@age):150;
-    }
-    qx = deathProbabilities(object@mortalityTable, YOB=object@YOB)[ages+1];
-    pxn = cumprod(1-qx);
-    object@probabilities = data.frame(ages=ages,qx=qx, pxn=pxn)
-    if (!is.null(object@YOB2)) {
-      ages2 = ages - object@age + object@age2;
-      qx2 = deathProbabilities(object@mortalityTable2, YOB=object@YOB2)[ages2+1];
-      pxn2 = cumprod(1-qx2);
-      pxyn = pxn * pxn2;
-      object@probabilities = data.frame(object@probabilities, ages2=ages2, q2=qx2, pxn2=pxn2, pxyn=pxyn);
-    }
-    
-    
-    # 2) Properly set up the payment and cost cash flow data frames
-    
-    # 3) Calculate all NPVs of the payment and the cost cash flows (recursively)
-    # 3a: life-long annuities for person 2 (and person 1+2), in case the death benefit is a life-long widow's annuity
-    
-    # 4) Set up the coefficients of the NPVs for the premium calculation
-    
-    # 5) Calculate the gross premium
-    # 6) Calculate the net premium and the Zillmer premium
-    
-    # 7) Calculate all reserves (benefits and costs)
-    
-    # 8) Calculate Spar- und Risikoprämie from the net premium and the reserves
-    
-    # 9) Calculate VS after Prämienfreistellung
-    # 9a: Calculate all reserves after Prämienfreistellung
-    
-    # 10) Calculate the Bilanz reserves
-    
-    # 11) Calculate the Rückkaufswert
-#   max(object@ages,na.rm=TRUE);
-    object
-})
-
-
-beispielvertrag = InsuranceContract(
-    name="Beispielvertrag", tarif="Beispieltarif",
-    desc="Beispiel zum Testen des Codes",
-    YOB=1948, YOB2=1948+65-62,
-    age=65,   age2=62,
-#     contractLength=30,
-    mortalityTable=AVOe2005R.unisex, mortalityTable2=AVOe2005R.unisex,
-    interest=0.0125,
-    
-    unterjährigkeit=12, unterjährigkeitsapproximation=1.5,
-    
-#     deathPayments=list(),
-#     survivalPayments=list(),
-#     costCashflows=data.frame(),
-#     cashflows=data.frame()
+InsuranceContract = R6Class(
+  "InsuranceContract",
+  public = list(
+    tarif = NA,
+
+    #### Contract settings
+    sumInsured = 1,
+    YOB = NA,
+    age = NA,
+    policyPeriod = Inf,
+    premiumPeriod = 1,
+    deferral = 0,
+    guaranteed = 0,
+
+    premiumPayments = PaymentTimeEnum("in advance"),
+    benefitPayments = PaymentTimeEnum("in advance"),
+
+    premiumFrequency = 1,
+    benefitFrequency = 1, # Only for annuities!
+
+    loadings = list(),    # Allow overriding the tariff-defined loadings (see the InsuranceTariff class for all possible names)
+
+    #### Caching values for this contract, initialized/calculated when the object is created
+    transitionProbabilities = NA,
+
+    cashFlowsBasic = NA,
+    cashFlows = NA,
+    cashFlowsCosts = NA,
+    premiumSum = 0,
+
+    presentValues = NA,
+    presentValuesCosts = NA,
+
+    premiums = NA,
+    reserves = NA,
+
+
+    #### The code:
+
+    initialize = function(tarif, age, policyPeriod,
+                          premiumPeriod = policyPeriod, sumInsured = 1,
+                          ...,
+                          loadings = list(),
+                          guaranteed = 0,
+                          premiumPayments = "in advance", benefitPayments = "in advance",
+                          premiumFrequency = 1, benefitFrequency = 1,
+                          deferral = 0, YOB = 1975) {
+      self$tarif = tarif;
+      self$age = age;
+      self$policyPeriod = policyPeriod;
+      self$premiumPeriod = premiumPeriod;
+      self$sumInsured = sumInsured;
+      if (!missing(deferral))     self$deferral = deferral;
+      if (!missing(YOB))          self$YOB = YOB;
+      if (!missing(premiumPayments)) self$premiumPayments = premiumPayments;
+      if (!missing(benefitPayments)) self$benefitPayments = benefitPayments;
+      if (!missing(premiumFrequency)) self$premiumFrequency = premiumFrequency;
+      if (!missing(benefitFrequency)) self$benefitFrequency = benefitFrequency;
+      if (!missing(guaranteed))   self$guaranteed = guaranteed;
+      if (!missing(loadings))     self$loadings = loadings;
+
+      self$recalculate();
+    },
+
+    recalculate = function() {
+      self$determineTransitionProbabilities();
+      self$determineCashFlows();
+      self$calculatePresentValues();
+      self$calculatePremiums();
+      self$calculatePresentValuesAllBenefits();
+      self$calculateReserves();
+
+    },
+
+    determineTransitionProbabilities = function() {
+      self$transitionProbabilities = self$tarif$getTransitionProbabilities(YOB = self$YOB, age = self$age);
+      self$transitionProbabilities
+    },
+
+    determineCashFlows = function() {
+      self$cashFlowsBasic = self$tarif$getBasicCashFlows(YOB = self$YOB, age = self$age, guaranteed = self$guaranteed, deferral = self$deferral, policyPeriod = self$policyPeriod, premiumPeriod = self$premiumPeriod);
+      self$cashFlows = self$tarif$getCashFlows(age = self$age, premiumPayments = self$premiumPayments, benefitPayments = self$benefitPayments, policyPeriod = self$policyPeriod, guaranteed = self$guaranteed, deferral = self$deferral, premiumPaymentPeriod = self$premiumPeriod, basicCashFlows = self$cashFlowsBasic);
+      self$premiumSum = sum(self$cashFlows$premiums_advance + self$cashFlows$premiums_arrears);
+      self$cashFlowsCosts = self$tarif$getCashFlowsCosts(YOB = self$YOB, age = self$age, deferral = self$deferral, guaranteed = self$guaranteed, premiumPaymentPeriod = self$premiumPeriod, policyPeriod = self$policyPeriod);
+      list("benefits"= self$cashFlows, "costs"=self$cashFlowCosts, "premiumSum" = self$premiumSum)
+    },
+
+    calculatePresentValues = function() {
+      self$presentValues = self$tarif$presentValueCashFlows(self$cashFlows, age = self$age, YOB = self$YOB, premiumFrequency = self$premiumFrequency, benefitFrequency = self$benefitFrequency, loadings = self$loadings);
+      self$presentValuesCosts = self$tarif$presentValueCashFlowsCosts(self$cashFlowsCosts, age = self$age, YOB = self$YOB);
+      list("benefits" = self$presentValues, "costs" = self$presentValuesCosts)
+    },
+
+    # Add total benefits present value to the PV array. This can only be done after premium calculation, because e.g. premium refund depends on gross premium!
+    calculatePresentValuesAllBenefits = function() {
+      pvAllBenefits = self$tarif$presentValueBenefits(presentValues = self$presentValues, premiums = self$premiums, sumInsured = self$sumInsured);
+      self$presentValues = cbind(self$presentValues, pvAllBenefits)
+      self$presentValues
+    },
+
+    calculatePremiums = function() {
+      self$premiums = self$tarif$premiumCalculation(self$presentValues, self$presentValuesCosts, premiumSum = self$premiumSum, sumInsured = self$sumInsured, loadings = self$loadings);
+      self$premiums
+    },
+
+    calculateReserves = function() {
+      self$reserves = self$tarif$reserveCalculation(premiums=self$premiums, pvBenefits=self$presentValues, pvCosts=self$presentValuesCosts, sumInsured=self$sumInsured, loadings = self$loadings);
+    },
+
+    dummy=NA
+  )
 );
-beispielvertrag=calculate(beispielvertrag)
-beispielvertrag
-# data.frame(x=0:121, qx=deathProbabilities(AVOe2005R.unisex, YOB=1948))
\ No newline at end of file
diff --git a/R/InsuranceTarif.R b/R/InsuranceTarif.R
index 32e537f..b43c8cb 100644
--- a/R/InsuranceTarif.R
+++ b/R/InsuranceTarif.R
@@ -3,7 +3,7 @@ library(lifecontingencies)
 library(objectProperties)
 library(foreach)
 
-TariffTypeEnum = setSingleEnum("TariffType", levels = c("annuity", "wholelife", "endowment", "pureendowment"))
+TariffTypeEnum = setSingleEnum("TariffType", levels = c("annuity", "wholelife", "endowment", "pureendowment", "terme-fix"))
 PaymentTimeEnum = setSingleEnum("PaymentTime", levels = c("in advance", "in arrears"))
 #PaymentCountEnum = setSingleEnum(PaymentCount, levels = c(1,2,3))
 
@@ -21,7 +21,7 @@ initializeCosts = function() {
   );
   array(0,
         dim=sapply(dimnm, length),
-        dimnames=dimnames
+        dimnames=dimnm
       )
 }
 
@@ -41,7 +41,7 @@ InsuranceTarif = R6Class(
     mortalityTable = NA,
     i = 0, # guaranteed interest rate
     v = 1, # discount factor
-    tariffType = TariffTypeEnum("wholelife"), # possible values: annuity, wholelife, endowment, pureendowment
+    tariffType = TariffTypeEnum("wholelife"), # possible values: annuity, wholelife, endowment, pureendowment, terme-fix
     premiumFrequencyOrder = 0,
     benefitFrequencyOrder = 0,
     widowFactor = 0,
@@ -49,21 +49,21 @@ InsuranceTarif = R6Class(
     premiumRefund = 0,
     premiumRefundLoading = 0,  # Mindesttodesfallrisiko soll damit erreicht werden, z.B. 105% der einbezahlten Prämien
 
-    advanceBonus = 0,
-    sumRebate = 0,
-
     costs = list(),
     benefitFrequencyLoading = list("1" = 0.0, "2" = 0.0, "4" = 0.0, "12" = 0.0), # TODO: Properly implement this
     premiumFrequencyLoading = list("1" = 0.0, "2" = 0.0, "4" = 0.0, "12" = 0.0), # TODO: Implement this
     loadings = list(    # Loadings can also be function(sumInsured, premiums)    # TODO: Add other possible arguments
+        "ongoingAlphaGrossPremium" = 0,    # Acquisition cost that increase the gross premium
         "tax" = 0.04,                      # insurance tax, factor on each premium paid
         "unitcosts" = 0,                   # annual unit cost for each policy (Stückkosten), absolute value
         "security" = 0,                    # Additional security loading on all benefit payments, factor on all benefits
         "noMedicalExam" = 0,               # Loading when no medicial exam is done, % of SumInsured
+        "noMedicalExamRelative" = 0,       # Loading when no medicial exam is done, % of gross premium
         "sumRebate" = 0,                   # gross premium reduction for large premiums, % of SumInsured
         "premiumRebate" = 0,               # gross premium reduction for large premiums, % of gross premium # TODO
-        "advanceProfitParticipation" = 0,  # Profit participation in advance, % of the premium
-        "ongoingAlphaGrossPremium" = 0     # Acquisition cost that increase the gross premium
+        "advanceProfitParticipation" = 0,                # Vorweggewinnbeteiligung (%-Satz der Bruttoprämie)
+        "advanceProfitParticipationInclUnitCost" = 0,    # Vorweggewinnbeteiligung (%-Satz der Prämie mit Zu-/Abschlägen, insbesondere nach Stückkosten)
+        "partnerRebate" = 0                # Partnerrabatt auf Prämie mit Zu-/Abschlägen, wenn mehr als 1 Vertrag gleichzeitig abgeschlossen wird, additiv mit advanceBonusInclUnitCost and premiumRebate
       ),
 
 
@@ -101,7 +101,6 @@ InsuranceTarif = R6Class(
     },
     getBasicCashFlows = function(age, ..., guaranteed = 0, policyPeriod = inf, deferral = 0, maxAge = getOmega(self$mortalityTable)) {
       maxlen = min(maxAge - age, policyPeriod);
-
       cf = list(
         guaranteed = rep(0, maxlen+1),
         survival = rep(0, maxlen+1),
@@ -110,7 +109,9 @@ InsuranceTarif = R6Class(
       if (self$tariffType == "annuity") {
         # guaranteed payments exist only with annuities (first n years of the payment)
         cf$guaranteed = c(rep(0, deferral), rep(1, guaranteed), rep(0, max(0, maxlen+1 - deferral - guaranteed)))
-        cf$survival = c(rep(0, deferral + guaranteed), rep(1, max(0, maxlen+1 - deferral - guaranteed)))
+        cf$survival = c(rep(0, deferral + guaranteed), rep(1, max(0, maxlen - deferral - guaranteed)), 0)
+      } else if (self$tariffType == "terme-fix") {
+        cf$guaranteed = c(rep(0, policyPeriod), 1);
       } else {
         if (self$tariffType == "endowment" || self$tariffType == "pureendowment") {
           cf$survival = c(rep(0, policyPeriod), 1);
@@ -205,17 +206,17 @@ InsuranceTarif = R6Class(
       benefitFrequencyCorrection = correctionPaymentFrequency(m = benefitFrequency, i = self$i, order = self$benefitFrequencyOrder);
       premiumFrequencyCorrection = correctionPaymentFrequency(m = premiumFrequency, i = self$i, order = self$premiumFrequencyOrder);
 
-      pv = as.matrix(data.frame( # TODO: Find a better way to combine the vectors into a matrix with given row/column names!
+      # pv = as.matrix(data.frame( # TODO: Find a better way to combine the vectors into a matrix with given row/column names!
+      pv = (cbind( # TODO: Find a better way to combine the vectors into a matrix with given row/column names!
         age = ages,
         premiums = calculatePVSurvival (q, cashflows$premiums_advance, cashflows$premiums_arrears, m=premiumFrequency, mCorrection=premiumFrequencyCorrection, v=self$v),
         guaranteed = calculatePVSurvival (q*0, cashflows$guaranteed_advance, cashflows$guaranteed_arrears, m=benefitFrequency, mCorrection=benefitFrequencyCorrection, v=self$v),
         survival = calculatePVSurvival (q, cashflows$survival_advance, cashflows$survival_arrears, m=benefitFrequency, mCorrection=benefitFrequencyCorrection, v=self$v),
         death_SumInsured = calculatePVDeath (q, cashflows$death_SumInsured, v=self$v),
         death_GrossPremium = calculatePVDeath (q, cashflows$death_GrossPremium, v=self$v),
-        death_PremiumFree = calculatePVDeath (q, cashflows$death_PremiumFree, v=self$v),
-
-        row.names = pad0(rownames(qq), len)
+        death_PremiumFree = calculatePVDeath (q, cashflows$death_PremiumFree, v=self$v)
       ));
+      rownames(pv) <- pad0(rownames(qq), len);
       pv
     },
 
@@ -228,10 +229,18 @@ InsuranceTarif = R6Class(
       pvc
     },
 
+    presentValueBenefits = function(presentValues, premiums, sumInsured=1) {
+      benefits.unit    = presentValues[,"survival"] + presentValues[,"death_SumInsured"];
+      benefits         = benefits.unit * sumInsured;
+      allBenefits.unit = presentValues[,"survival"] + presentValues[,"death_SumInsured"] + presentValues[,"death_GrossPremium"] * premiums[["unit.gross"]];
+      allBenefits      = allBenefits.unit * sumInsured;
+      cbind(benefits.unit=benefits.unit, benefits=benefits, allBenefits.unit=allBenefits.unit, allBenefits=allBenefits)
+    },
+
     getPremiumCoefficients = function(type="gross", coeffBenefits, coeffCosts, ...,
-                                      premiumSum = 0,
+                                      loadings = self$loadings, premiumSum = 0,
                                       premiums = c("unit.gross"=0)) {
-      securityLoading = self$loadings$security;
+      securityLoading = loadings$security;
       refundAddon = self$premiumRefundLoading;
 
       coefficients = list(
@@ -284,11 +293,14 @@ InsuranceTarif = R6Class(
       coefficients
     },
 
-    premiumCalculation = function(pvBenefits, pvCosts, costs=self$costs, premiumSum=0, sumInsured=1, premiumFrequency = 1) {
-      premiums = c("unit.net" = 0, "unit.gross"= 0, "unit.Zillmer" = 0, "net" = 0, "gross" = 0, "Zillmer" = 0, "written" = 0);
+    premiumCalculation = function(pvBenefits, pvCosts, costs=self$costs, premiumSum=0, sumInsured=1, premiumFrequency = 1, loadings=list(), ...) {
+      # The loadings passed to this function override the tariff settings!
+      loadings = c(loadings, self$loadings);
+str(loadings);
+      premiums = c("unit.net" = 0, "unit.Zillmer" = 0, "unit.gross"= 0, "net" = 0, "Zillmer" = 0, "gross" = 0, "written" = 0);
 
       # net, gross and Zillmer premiums are calculated from the present values using the coefficients on each present value as described in the formulas document
-      coeff=self$getPremiumCoefficients("gross", pvBenefits["0",]*0, pvCosts["0",,]*0, premiums=premiums, premiumSum=premiumSum)
+      coeff=self$getPremiumCoefficients("gross", pvBenefits["0",]*0, pvCosts["0",,]*0, premiums=premiums, premiumSum=premiumSum, loadings=loadings)
       enumerator  = sum(coeff[["SumInsured"]][["benefits"]] * pvBenefits["0",]) + sum(coeff[["SumInsured"]][["costs"]] * pvCosts["0",,]);
       denominator = sum(coeff[["Premium"   ]][["benefits"]] * pvBenefits["0",]) + sum(coeff[["Premium"   ]][["costs"]] * pvCosts["0",,]);
       ongoingAlphaGrossPremium = self$loadings$ongoingAlphaGrossPremium;
@@ -307,18 +319,31 @@ InsuranceTarif = R6Class(
       premiums[["unit.Zillmer"]] = enumerator/denominator;
       premiums[["Zillmer"]] = premiums[["unit.Zillmer"]] * sumInsured;
 
+
       # The written premium is the gross premium with additional loadings, rebates, unit costs and taxes
-      tax           = valueOrFunction(self$loadings$tax,          sumInsured=sumInsured, premiums=premiums);
-      unitCosts     = valueOrFunction(self$loadings$unitcosts,    sumInsured=sumInsured, premiums=premiums);
-      noMedicalExam = valueOrFunction(self$loadings$noMedicalExam,sumInsured=sumInsured, premiums=premiums);
-      sumRebate     = valueOrFunction(self$loadings$sumRebate,    sumInsured=sumInsured, premiums=premiums);
-      premiumRebate = valueOrFunction(self$loadings$premiumRebate,sumInsured=sumInsured, premiums=premiums); # TODO: How shall this be included in the premium calculation?
-      advanceProfitParticipation = valueOrFunction(self$loadings$advanceProfitParticipation,sumInsured=sumInsured, premiums=premiums);
+      tax           = valueOrFunction(loadings$tax,          sumInsured=sumInsured, premiums=premiums);
+      unitCosts     = valueOrFunction(loadings$unitcosts,    sumInsured=sumInsured, premiums=premiums);
+      noMedicalExam = valueOrFunction(loadings$noMedicalExam,sumInsured=sumInsured, premiums=premiums);
+      noMedicalExam.relative = valueOrFunction(loadings$noMedicalExamRelative,sumInsured=sumInsured, premiums=premiums);
+      sumRebate     = valueOrFunction(loadings$sumRebate,    sumInsured=sumInsured, premiums=premiums);
+      premiumRebate = valueOrFunction(loadings$premiumRebate,sumInsured=sumInsured, premiums=premiums);
+      advanceProfitParticipation = valueOrFunction(loadings$advanceProfitParticipation,sumInsured=sumInsured, premiums=premiums);
+      advanceProfitParticipationUnitCosts = valueOrFunction(loadings$advanceProfitParticipationInclUnitCost, sumInsured=sumInsured, premiums=premiums);
+      partnerRebate = valueOrFunction(loadings$partnerRebate,sumInsured=sumInsured, premiums=premiums);
 
       frequencyLoading = valueOrFunction(self$premiumFrequencyLoading, sumInsured=sumInsured, premiums=premiums);
 
-      premiumBeforeTax = (premiums[["unit.gross"]] + noMedicalExam - sumRebate)*sumInsured * (1-advanceProfitParticipation) + unitCosts;
+str(premiums[["unit.gross"]]*(1+noMedicalExam.relative) + noMedicalExam - sumRebate);
+str(sumInsured);
+str(1-advanceProfitParticipation);
+str(unitCosts);
+
+      premiumBeforeTax = (premiums[["unit.gross"]]*(1+noMedicalExam.relative) + noMedicalExam - sumRebate)*sumInsured * (1-advanceProfitParticipation) + unitCosts;
+str(premiumBeforeTax);
+      premiumBeforeTax = premiumBeforeTax * (1-premiumRebate-advanceProfitParticipationUnitCosts-partnerRebate);
+str(premiumBeforeTax);
       premiumBeforeTax = premiumBeforeTax * (1+frequencyLoading[[toString(premiumFrequency)]]) / premiumFrequency;
+str(premiumBeforeTax);
       premiums[["written_beforetax"]] = premiumBeforeTax;
       premiums[["tax"]] = premiumBeforeTax * tax;
       premiums[["written"]] = premiumBeforeTax * (1 + tax);
@@ -326,155 +351,77 @@ InsuranceTarif = R6Class(
       premiums
     },
 
+    reserveCalculation = function (premiums, pvBenefits, pvCosts, sumInsured=1, ...) {
+      resZ = pvBenefits[,"allBenefits"]*(1+self$loadings$security) - premiums[["Zillmer"]] * pvBenefits[,"premiums"];
+      res.gamma    = (pvCosts[,"gamma", "SumInsured"] - pvCosts["0", "gamma", "SumInsured"]/pvBenefits["0", "premiums"]*pvBenefits[,"premiums"])*sumInsured;
 
+      # res.premiumfree =
+      # res.gamma.premiumfree =
 
-    # Dummy to allow commas
-    dummy = 0
-  )
-);
-
-
-costs = initializeCosts();
-# costs["alpha", "SumInsured",] = c(1,2,5);
-# costs["beta", "SumPremiums",] = c(3,2,1);
-costs["alpha", "SumPremiums", "once"] = 0.05;
-costs["Zillmer", "SumPremiums", "once"] = 0.04;
-costs["gamma", "SumInsured", "PremiumPeriod"] = 0.005;
-costs["gamma", "SumInsured", "PremiumFree"] = 0.01;
-costs["gamma_nopremiums", "SumInsured", "PolicyPeriod"] = 0.01;
-
-costs
-
-TestTarif = InsuranceTarif$new(name = "Testtarif", mortalityTable = AVOe2005R.male, type = "annuity", costs=costs)
-q = TestTarif$getTransitionProbabilities(YOB = 1980, age = 30)
-TestTarif = InsuranceTarif$new(name = "Testtarif", mortalityTable = AVOe2005R.male, type = "wholelife", costs=costs)
-TestTarif$getBasicCashFlows(YOB = 1980, age = 30, policyPeriod = 5, deferral = 3, guaranteed=10)
-
-# Gemischte Versicherung, i=1%, AVÖ2005R Unisex, YOB=1980, age=30, Laufzeit=10, Prämienzahlungsdauer=5,
-TestTarif = InsuranceTarif$new(name = "Testtarif", mortalityTable = AVOe2005R.unisex, type = "endowment", costs=costs, i=0.01)
-TestTarif$getBasicCashFlows(YOB = 1980, age = 30, premiumPaymentPeriod = 5, policyPeriod = 10, deferral = 0, guaranteed=0)
-
-TestTarif$costs=costs;
-TestTarif$premiumRefund = 0;
-
-cf = TestTarif$getCashFlows(YOB = 1980, age = 30, premiumPaymentPeriod = 5, policyPeriod = 10, deferral = 0, guaranteed=0); cf
-cfc = TestTarif$getCashFlowsCosts(YOB = 1980, age = 30, premiumPaymentPeriod = 5, policyPeriod = 10, deferral = 0, guaranteed=0); cfc
-
-pv = TestTarif$presentValueCashFlows(cf, age = 30, YOB=1980); pv
-pvc = TestTarif$presentValueCashFlowsCosts(cfc, age=30, YOB=1980); pvc
-
-premiums=TestTarif$premiumCalculation(pv, pvc, premiumSum=15); premiums
-
-
-
-premiums*1000
-as.array(premiums)*1000
-
-c("net"=1, "gross"=23, "Zillmer"=44)
-str(as.matrix( premiums))
-as.matrix(premiums)*1000
-scf
-cfc
-dim(cfc)[1]
-
-str(cf$premiums_advance)
-calculatePVSurvival(q$q, cf$premiums_advance, cf$premiums_arrears, v=1/1.01)
-calculatePVSurvival(q$q, cf$survival_advance, cf$survival_arrears, v=1/1.01)
-
-calculatePVDeath(q$q, cf$death_SumInsured, v=1/1.01)
-calculatePVDeath(q$q, cf$death_GrossPremium, v=1/1.01)
-calculatePVDeath(q$q, cf$death_PremiumFree, v=1/1.01)
-
-
-
-InsuranceContract = R6Class(
-  "InsuranceContract",
-  public = list(
-    tarif = NA,
-
-    #### Contract settings
-    sumInsured = 1,
-    YOB = NA,
-    age = NA,
-    policyPeriod = Inf,
-    premiumPeriod = 1,
-    deferral = 0,
-    guaranteed = 0,
-
-    premiumPayments = PaymentTimeEnum("in advance"),
-    benefitPayments = PaymentTimeEnum("in advance"),
-
-    premiumFrequency = 1,
-    benefitFrequency = 1, # Only for annuities!
-
-    #### Caching values for this contract, initialized/calculated when the object is created
-    transitionProbabilities = NA,
-
-    cashFlowsBasic = NA,
-    cashFlows = NA,
-    cashFlowsCosts = NA,
-    premiumSum = 0,
-
-    presentValues = NA,
-    presentValuesCosts = NA,
-
-    premiums = NA,
-
-
-    #### The code:
-
-    initialize = function(tarif, age, policyPeriod,
-                          premiumPeriod = policyPeriod, sumInsured = 1,
-                          ...,
-                          premiumPayments = "in advance", benefitPayments = "in advance",
-                          premiumFrequency = 1, benefitFrequency = 1,
-                          deferral = 0, YOB = 1975) {
-      self$tarif = tarif;
-      self$age = age;
-      self$policyPeriod = policyPeriod;
-      self$premiumPeriod = premiumPeriod;
-      self$sumInsured = sumInsured;
-      if (!missing(deferral))     self$deferral = deferral;
-      if (!missing(YOB))          self$YOB = YOB;
-      if (!missing(premiumPayments)) self$premiumPayments = premiumPayments;
-      if (!missing(benefitPayments)) self$benefitPayments = benefitPayments;
-      if (!missing(premiumFrequency)) self$premiumFrequency = premiumFrequency;
-      if (!missing(benefitFrequency)) self$benefitFrequency = benefitFrequency;
-
-      self$determineTransitionProbabilities();
-      self$determineCashFlows();
-      self$calculatePresentValues();
-      self$calculatePremiums();
+      res = cbind("Reserve"=resZ, "Reserve.gamma"=res.gamma#, "Reserve.premiumfree"=res.premiumfree, "Reserve.gamma.premiumfree"=res.gamma.premiumfree);
+      );
+      rownames(res) <- rownames(pvBenefits);
+      res
     },
 
-    determineTransitionProbabilities = function() {
-      self$transitionProbabilities = self$tarif$getTransitionProbabilities(YOB = self$YOB, age = self$age);
-      self$transitionProbabilities
-    },
 
-    determineCashFlows = function() {
-      self$cashFlowsBasic = self$tarif$getBasicCashFlows(YOB = self$YOB, age = self$age, policyPeriod = self$policyPeriod, premiumPeriod = self$premiumPeriod);
-      self$cashFlows = self$tarif$getCashFlows(age = self$age, premiumPayments = self$premiumPayments, benefitPayments = self$benefitPayments, policyPeriod = self$policyPeriod, premiumPaymentPeriod = self$premiumPeriod, basicCashFlows = self$cashFlowsBasic);
-      self$premiumSum = sum(self$cashFlows$premiums_advance + self$cashFlows$premiums_arrears);
-      self$cashFlowsCosts = self$tarif$getCashFlowsCosts(YOB = self$YOB, age = self$age, premiumPaymentPeriod = self$premiumPeriod, policyPeriod = self$policyPeriod);
-      list("benefits"= self$cashFlows, "costs"=self$cashFlowCosts, "premiumSum" = self$premiumSum)
-    },
 
-    calculatePresentValues = function() {
-      self$presentValues = self$tarif$presentValueCashFlows(self$cashFlows, age = self$age, YOB = self$YOB, premiumFrequency = self$premiumFrequency, benefitFrequency = self$benefitFrequency);
-      self$presentValuesCosts = self$tarif$presentValueCashFlowsCosts(self$cashFlowsCosts, age = self$age, YOB = self$YOB);
-      list("benefits" = self$presentValues, "costs" = self$presentValuesCosts)
-    },
-
-    calculatePremiums = function() {
-      self$premiums = self$tarif$premiumCalculation(self$presentValues, self$presentValuesCosts, premiumSum = self$premiumSum, sumInsured = self$sumInsured);
-      self$premiums
-    },
 
-    dummy=NA
+    # Dummy to allow commas
+    dummy = 0
   )
 );
-
-
-
-
+#
+#
+# costs = initializeCosts();
+# # costs["alpha", "SumInsured",] = c(1,2,5);
+# # costs["beta", "SumPremiums",] = c(3,2,1);
+# costs["alpha", "SumPremiums", "once"] = 0.05;
+# costs["Zillmer", "SumPremiums", "once"] = 0.04;
+# costs["gamma", "SumInsured", "PremiumPeriod"] = 0.005;
+# costs["gamma", "SumInsured", "PremiumFree"] = 0.01;
+# costs["gamma_nopremiums", "SumInsured", "PolicyPeriod"] = 0.01;
+#
+# costs
+#
+# TestTarif = InsuranceTarif$new(name = "Testtarif", mortalityTable = AVOe2005R.male, type = "annuity", costs=costs)
+# q = TestTarif$getTransitionProbabilities(YOB = 1980, age = 30)
+# TestTarif = InsuranceTarif$new(name = "Testtarif", mortalityTable = AVOe2005R.male, type = "wholelife", costs=costs)
+# TestTarif$getBasicCashFlows(YOB = 1980, age = 30, policyPeriod = 5, deferral = 3, guaranteed=10)
+#
+# # Gemischte Versicherung, i=1%, AVÖ2005R Unisex, YOB=1980, age=30, Laufzeit=10, Prämienzahlungsdauer=5,
+# TestTarif = InsuranceTarif$new(name = "Testtarif", mortalityTable = AVOe2005R.unisex, type = "endowment", costs=costs, i=0.01)
+# TestTarif$getBasicCashFlows(YOB = 1980, age = 30, premiumPaymentPeriod = 5, policyPeriod = 10, deferral = 0, guaranteed=0)
+#
+# TestTarif$costs=costs;
+# TestTarif$premiumRefund = 0;
+#
+# cf = TestTarif$getCashFlows(YOB = 1980, age = 30, premiumPaymentPeriod = 5, policyPeriod = 10, deferral = 0, guaranteed=0); cf
+# cfc = TestTarif$getCashFlowsCosts(YOB = 1980, age = 30, premiumPaymentPeriod = 5, policyPeriod = 10, deferral = 0, guaranteed=0); cfc
+#
+# pv = TestTarif$presentValueCashFlows(cf, age = 30, YOB=1980); pv
+# pvc = TestTarif$presentValueCashFlowsCosts(cfc, age=30, YOB=1980); pvc
+#
+# premiums=TestTarif$premiumCalculation(pv, pvc, premiumSum=15); premiums
+#
+#
+#
+# premiums*1000
+# as.array(premiums)*1000
+#
+# c("net"=1, "gross"=23, "Zillmer"=44)
+# str(as.matrix( premiums))
+# as.matrix(premiums)*1000
+# scf
+# cfc
+# dim(cfc)[1]
+#
+# str(cf$premiums_advance)
+# calculatePVSurvival(q$q, cf$premiums_advance, cf$premiums_arrears, v=1/1.01)
+# calculatePVSurvival(q$q, cf$survival_advance, cf$survival_arrears, v=1/1.01)
+#
+# calculatePVDeath(q$q, cf$death_SumInsured, v=1/1.01)
+# calculatePVDeath(q$q, cf$death_GrossPremium, v=1/1.01)
+# calculatePVDeath(q$q, cf$death_PremiumFree, v=1/1.01)
+#
+#
diff --git a/R/ValuationTables.R b/R/ValuationTables.R
index 3b32f21..f3b6bf6 100644
--- a/R/ValuationTables.R
+++ b/R/ValuationTables.R
@@ -4,8 +4,8 @@ library(ggplot2);
 # (virtual) base class for valuation tables, contains only the name / ID
 valuationTable=setClass(
   "valuationTable",
-  slots=list(name="character", baseYear="numeric", loading="numeric"),
-  prototype=list(name="Actuarial Valuation Table", baseYear=2000, loading=0),
+  slots=list(name="character", baseYear="numeric", loading="numeric", modification="function"),
+  prototype=list(name="Actuarial Valuation Table", baseYear=2000, loading=0, modification=identity),
   contains="VIRTUAL"
 );
 
@@ -106,53 +106,77 @@ setMethod("ages", "valuationTable.joined",
             ages(object@table1);
           })
 
+setGeneric("ageShift", function(object, YOB=1975, ...) standardGeneric("ageShift"));
+setMethod("ageShift","valuationTable.ageShift",
+          function(object, YOB, ...) {
+            shift = object@ageShifts[toString(YOB),];
+            if (is.na(shift)) {
+              # The row names (YOB) are unfortunately strings, so we cannot easily query them.
+              # TODO: Change the data.frame to use a real column for the YOB
+              firstYOB = head(rownames(object@ageShifts), n=1);
+              lastYOB = tail(rownames(object@ageShifts), n=1);
+              if (YOB < as.integer(firstYOB)) {
+                shift = object@ageShifts[firstYOB,];
+              } else if (YOB > as.integer(lastYOB)) {
+                shift = object@ageShifts[lastYOB,];
+              }
+            }
+            shift
+          })
 
 setGeneric("deathProbabilities", function(object, ..., YOB=1975) standardGeneric("deathProbabilities"));
 setMethod("deathProbabilities", "valuationTable.period",
           function(object, ..., YOB=1975) {
-            object@deathProbs * (1+object@loading);
+            object@modification(object@deathProbs * (1+object@loading));
           })
 setMethod("deathProbabilities","valuationTable.ageShift",
           function (object,  ..., YOB=1975) {
             qx=object@deathProbs * (1+object@loading);
-            shift.index=match(YOB, object@shifts, 0);
-            if (shift.index) {}
-            #             TODO
-            qx
+            shift = ageShift(object, YOB);
+            if (shift>0) {
+              qx = c(qx[(shift+1):length(qx)], rep(qx[length(qx)], shift));
+            } else if (shift<0) {
+              qx = c(rep(0, -shift), qx[1:(length(qx)-(-shift))])
+            }
+            object@modification(qx)
           })
+
+
 setMethod("deathProbabilities","valuationTable.trendProjection",
           function (object,  ..., YOB=1975) {
-cat("deathProbabilities for valuationTable.trendProjection, YOB=", YOB, "\n")
             qx=object@deathProbs * (1+object@loading);
             if (is.null(object@trend2) || length(object@trend2)<=1) {
               ages=0:(length(qx)-1);
               damping=sapply(ages, function (age) { object@dampingFunction(YOB+age-object@baseYear) });
               # print(data.frame(age=0:(length(qx)-1), trend=object@trend, exponent=-object@trend*damping, damping=damping, baseqx=qx, qx=exp(-object@trend*damping)*qx)[66:90,]);
-              exp(-object@trend*damping)*qx;
+              finalqx=exp(-object@trend*damping)*qx;
             } else {
               # dampingFunction interpolates between the two trends:
               weights=sapply(YOB+0:(length(qx)-1), object@dampingFunction);
-              qx*exp(-(object@trend*(1-weights) + object@trend2*(weights))*(YOB+0:(length(qx)-1)-object@baseYear))
+              finalqx=qx*exp(-(object@trend*(1-weights) + object@trend2*(weights))*(YOB+0:(length(qx)-1)-object@baseYear))
             }
+            object@modification(finalqx)
           })
-# data.frame(x=0:121, qx=deathProbabilities(AVOe2005R.unisex, YOB=1948));
+
 setMethod("deathProbabilities","valuationTable.improvementFactors",
           function (object,  ..., YOB=1975) {
             qx=object@deathProbs * (1+object@loading);
-            (1-object@improvement)^(YOB+0:(length(qx)-1)-object@baseYear)*qx
+            finalqx=(1-object@improvement)^(YOB+0:(length(qx)-1)-object@baseYear)*qx;
+            object@modification(finalqx)
           })
 setMethod("deathProbabilities","valuationTable.mixed",
           function (object,  ..., YOB=1975) {
             qx1=deathProbabilities(object@table1, ..., YOB) * (1+object@loading);
             qx2=deathProbabilities(object@table2, ..., YOB) * (1+object@loading);
-            (object@weight1*qx1 + object@weight2*qx2)/(object@weight1 + object@weight2)
+            mixedqx=(object@weight1*qx1 + object@weight2*qx2)/(object@weight1 + object@weight2);
+            object@modification(mixedqx)
           })
 
 
 setGeneric("periodDeathProbabilities", function(object, ...) standardGeneric("periodDeathProbabilities"));
 setMethod("periodDeathProbabilities", "valuationTable.period",
           function(object, ...) {
-            object@deathProbs * (1+object@loading);
+            object@modification(object@deathProbs * (1+object@loading));
           })
 setMethod("periodDeathProbabilities","valuationTable.ageShift",
           function (object,  ..., Period=1975) {
@@ -161,7 +185,7 @@ setMethod("periodDeathProbabilities","valuationTable.ageShift",
             shift.index=match(YOB, object@shifts, 0);
             if (shift.index) {}
             #             TODO
-            qx
+            object@modification(qx)
           })
 setMethod("periodDeathProbabilities","valuationTable.trendProjection",
           function (object,  ..., Period=1975) {
@@ -170,25 +194,28 @@ setMethod("periodDeathProbabilities","valuationTable.trendProjection",
               ages=0:(length(qx)-1);
               damping=object@dampingFunction(Period-object@baseYear);
               # print(data.frame(age=0:(length(qx)-1), trend=object@trend, exponent=-object@trend*damping, damping=damping, baseqx=qx, qx=exp(-object@trend*damping)*qx)[66:90,]);
-              exp(-object@trend*damping)*qx;
+              finalqx=exp(-object@trend*damping)*qx;
             } else {
               # TODO
               # dampingFunction interpolates between the two trends:
               weights=sapply(YOB+0:(length(qx)-1), object@dampingFunction);
-              qx*exp(-(object@trend*(1-weights) + object@trend2*(weights))*(YOB+0:(length(qx)-1)-object@baseYear))
+              finalqx=qx*exp(-(object@trend*(1-weights) + object@trend2*(weights))*(YOB+0:(length(qx)-1)-object@baseYear));
             }
+            object@modification(finalqx)
           })
 # data.frame(x=0:121, qx=deathProbabilities(AVOe2005R.unisex, YOB=1948));
 setMethod("periodDeathProbabilities","valuationTable.improvementFactors",
           function (object, ..., Period=1975) {
             qx=object@deathProbs * (1+object@loading);
-            (1-object@improvement)^(Period-object@baseYear)*qx
+            finalqx=(1-object@improvement)^(Period-object@baseYear)*qx;
+            object@modification(finalqx)
           })
 setMethod("periodDeathProbabilities","valuationTable.mixed",
           function (object,  ..., Period=1975) {
             qx1=periodDeathProbabilities(object@table1, ..., Period=Period) * (1+object@loading);
             qx2=periodDeathProbabilities(object@table2, ..., Period=Period) * (1+object@loading);
-            (object@weight1*qx1 + object@weight2*qx2)/(object@weight1 + object@weight2)
+            mixedqx=(object@weight1*qx1 + object@weight2*qx2)/(object@weight1 + object@weight2);
+            object@modification(mixedqx)
           })
 
 
@@ -260,10 +287,10 @@ makeQxDataFrame = function(..., YOB=1972, Period=NA) {
   names(data) = lapply(data, function(t) t@name);
   if (missing(Period)) {
     cat("Year of birth: ", YOB, "\n");
-    data = lapply(data, function(t) cbind(x=t@ages, y=deathProbabilities(t, YOB=YOB)))
+    data = lapply(data, function(t) cbind(x=ages(t), y=deathProbabilities(t, YOB=YOB)))
   } else {
     cat("Period: ", Period,"\n");
-    data = lapply(data, function(t) cbind(x=t@ages, y=periodDeathProbabilities(t, Period=Period)))
+    data = lapply(data, function(t) cbind(x=ages(t), y=periodDeathProbabilities(t, Period=Period)))
   }
 
   list.names = names(data)
@@ -312,6 +339,7 @@ plotValuationTables = function(data, ..., title = "", legend.position=c(0.9,0.1)
   }
   pl# + coord_flip()
 }
+
 plotValuationTables(mort.AT.census.1869.male, mort.AT.census.1869.female, mort.AT.census.2011.male, mort.AT.census.2011.female, AVOe2005R.male, AVOe2005R.female, YOB=1972,title="Vergleich österreichische Sterbetafeln, YOB=1972 (bei Generationentafeln)")
 
 plotValuationTables(mort.AT.census.2001.male, AVOe2005R.male, YOB=1972, title="Vergleich österreichische Sterbetafeln")
diff --git a/R/ValuationTables_Austria_Annuities.R b/R/ValuationTables_Austria_Annuities.R
index a52c4f0..2a354a2 100644
--- a/R/ValuationTables_Austria_Annuities.R
+++ b/R/ValuationTables_Austria_Annuities.R
@@ -229,5 +229,6 @@ AVOe2005R.unisex.group.av=AVOe2005R_gen.av("AVÖ 2005R unisex group (age-shifted
 
 ###############################################################################
 
+options("scipen" = 3)
 t=AVOe2005R.male;
 deathProbabilities(t, YOB=2001)
diff --git a/R/ValuationTables_Austria_Census.R b/R/ValuationTables_Austria_Census.R
index 84ce4f9..cad3bbc 100644
--- a/R/ValuationTables_Austria_Census.R
+++ b/R/ValuationTables_Austria_Census.R
@@ -58,9 +58,9 @@ mort.AT.census.1991.female = censtable(a.vz.dataF, name="ÖVSt 1990/92 F", baseY
 mort.AT.census.2001.female = censtable(a.vz.dataF, name="ÖVSt 2000/02 F", baseYear=2001, qslot="X2000.02");
 mort.AT.census.2011.female = censtable(a.vz.dataF, name="ÖVSt 2010/2012 F", baseYear=2011, qslot="X2010.12");
 
-mort.AT.census.2001.unisex = valuationTable.mixed(table1=mort.AT.census.2001.m, table2=mort.AT.census.2001.f)
+mort.AT.census.2001.unisex = valuationTable.mixed(table1=mort.AT.census.2001.male, table2=mort.AT.census.2001.female)
 
-mort.AT.census.ALL.maleA= makeQxDataFrame(
+mort.AT.census.ALL.male = makeQxDataFrame(
               mort.AT.census.1869.male,
               mort.AT.census.1880.male,
               mort.AT.census.1890.male,
@@ -75,7 +75,7 @@ mort.AT.census.ALL.maleA= makeQxDataFrame(
               mort.AT.census.2001.male,
               mort.AT.census.2011.male);
 
-mort.AT.census.ALL.female=makeQxDataFrame(
+mort.AT.census.ALL.female = makeQxDataFrame(
               mort.AT.census.1869.female,
               mort.AT.census.1880.female,
               mort.AT.census.1890.female,
@@ -94,5 +94,5 @@ rm(a.vz.dataM, a.vz.dataF, censtable)
 
 ###############################################################################
 
-plotValuationTables(mort.AT.census.ALL.male, title="Vergleich österreichische SterbeTables, Männer", legend.position=c(1,0))
-plotValuationTables(mort.AT.census.ALL.female, title="Vergleich österreichische SterbeTables, Frauen", legend.position=c(1,0))
+plotValuationTables(mort.AT.census.ALL.male, title="Vergleich österreichische Sterbetafeln, Männer", legend.position=c(1,0))
+plotValuationTables(mort.AT.census.ALL.female, title="Vergleich österreichische Sterbetafeln, Frauen", legend.position=c(1,0))
-- 
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