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R
R - Mortality Tables
Commits
609af94d
Commit
609af94d
authored
9 years ago
by
Reinhold Kainhofer
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Some more attempts at properly implementing a premium waiver
parent
20622685
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Formulas_Reference/.gitignore
+3
-0
3 additions, 0 deletions
Formulas_Reference/.gitignore
R/InsuranceTarif.R
+42
-8
42 additions, 8 deletions
R/InsuranceTarif.R
with
45 additions
and
8 deletions
Formulas_Reference/.gitignore
+
3
−
0
View file @
609af94d
...
...
@@ -5,3 +5,6 @@
*.backup
*.kilepr
Bernkopf Max
Formelsammlung_Beispielrechnung.toc
Formelsammlung_Beispielrechnung.out
.gitignore
This diff is collapsed.
Click to expand it.
R/InsuranceTarif.R
+
42
−
8
View file @
609af94d
...
...
@@ -148,6 +148,7 @@ InsuranceTarif = R6Class(
survival_arrears
=
zeroes
,
death_SumInsured
=
zeroes
,
death_GrossPremium
=
zeroes
,
death_Refund_past
=
zeroes
,
death_PremiumFree
=
zeroes
,
row.names
=
ages
-
age
);
...
...
@@ -178,6 +179,8 @@ InsuranceTarif = R6Class(
# death benefit for premium refund is the sum of all premiums so far:
cf
$
death_GrossPremium
=
pad0
(
Reduce
(
"+"
,
totalpremiumcf
[
0
:
policyPeriod
],
accumulate
=
TRUE
),
cflen
)
cf
$
death_Refund_past
=
cf
$
death_GrossPremium
cf
$
death_Refund_past
[(
cf
$
death_GrossPremium
>
0
)]
=
1
;
}
cf
...
...
@@ -213,12 +216,17 @@ InsuranceTarif = R6Class(
benefitFrequencyCorrection
=
correctionPaymentFrequency
(
m
=
benefitFrequency
,
i
=
self
$
i
,
order
=
self
$
benefitFrequencyOrder
);
premiumFrequencyCorrection
=
correctionPaymentFrequency
(
m
=
premiumFrequency
,
i
=
self
$
i
,
order
=
self
$
premiumFrequencyOrder
);
pvRefund
=
calculatePVDeath
(
q
,
cashflows
$
death_GrossPremium
,
v
=
self
$
v
);
pvRefundPast
=
calculatePVDeath
(
q
,
cashflows
$
death_Refund_past
,
v
=
self
$
v
)
*
cashflows
[,
"death_GrossPremium"
];
pv
=
cbind
(
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_GrossPremium
=
pvRefund
,
death_Refund_past
=
pvRefundPast
,
death_Refund_future
=
pvRefund
-
pvRefundPast
,
death_PremiumFree
=
calculatePVDeath
(
q
,
cashflows
$
death_PremiumFree
,
v
=
self
$
v
)
);
rownames
(
pv
)
<-
pad0
(
rownames
(
qq
),
len
);
...
...
@@ -253,12 +261,12 @@ InsuranceTarif = R6Class(
cashflows
[,
c
(
"premiums_advance"
,
"premiums_arrears"
)]
=
cashflows
[,
c
(
"premiums_advance"
,
"premiums_arrears"
)]
*
premiums
[[
"gross"
]];
cashflows
[,
c
(
"guaranteed_advance"
,
"guaranteed_arrears"
,
"survival_advance"
,
"survival_arrears"
,
"death_SumInsured"
,
"death_PremiumFree"
)]
=
cashflows
[,
c
(
"guaranteed_advance"
,
"guaranteed_arrears"
,
"survival_advance"
,
"survival_arrears"
,
"death_SumInsured"
,
"death_PremiumFree"
)]
*
sumInsured
;
cashflows
[,
"death_GrossPremium"
]
=
cashflows
[,
"death_GrossPremium"
]
*
premiums
[[
"gross"
]]
*
(
1
+
refundAddon
);
cashflows
[,
c
(
"death_GrossPremium"
,
"death_Refund_past"
)
]
=
cashflows
[,
c
(
"death_GrossPremium"
,
"death_Refund_past"
)
]
*
premiums
[[
"gross"
]]
*
(
1
+
refundAddon
);
# Sum all death-related payments to "death" and remove the death_GrossPremium column
cashflows
[,
"death_SumInsured"
]
=
cashflows
[,
"death_SumInsured"
]
+
cashflows
[,
"death_GrossPremium"
]
colnames
(
cashflows
)[
colnames
(
cashflows
)
==
"death_SumInsured"
]
=
"death"
;
cashflows
[,
"death_GrossPremium"
]
=
NULL
;
#
cashflows[,"death_GrossPremium"] = NULL;
cashflowsCosts
=
cashflowsCosts
[,,
"SumInsured"
]
*
sumInsured
+
cashflowsCosts
[,,
"SumPremiums"
]
*
premiumSum
*
premiums
[[
"gross"
]]
+
...
...
@@ -278,11 +286,11 @@ InsuranceTarif = R6Class(
pv
[,
"premiums"
]
=
pv
[,
"premiums"
]
*
premiums
[[
"gross"
]];
pv
[,
c
(
"guaranteed"
,
"survival"
,
"death_SumInsured"
,
"death_PremiumFree"
)]
=
pv
[,
c
(
"guaranteed"
,
"survival"
,
"death_SumInsured"
,
"death_PremiumFree"
)]
*
sumInsured
;
pv
[,
"death_GrossPremium"
]
=
pv
[,
"death_GrossPremium"
]
*
premiums
[[
"gross"
]]
*
(
1
+
refundAddon
);
pv
[,
c
(
"death_GrossPremium"
,
"death_Refund_past"
,
"death_Refund_future"
)
]
=
pv
[,
c
(
"death_GrossPremium"
,
"death_Refund_past"
,
"death_Refund_future"
)
]
*
premiums
[[
"gross"
]]
*
(
1
+
refundAddon
);
pv
[,
c
(
"benefits"
,
"benefitsAndRefund"
,
"alpha"
,
"Zillmer"
,
"beta"
,
"gamma"
,
"gamma_nopremiums"
)]
=
pv
[,
c
(
"benefits"
,
"benefitsAndRefund"
,
"alpha"
,
"Zillmer"
,
"beta"
,
"gamma"
,
"gamma_nopremiums"
)]
*
sumInsured
;
# Sum all death-related payments to "death" and remove the death_
GrossPremium
column
# Sum all death-related payments to "death" and remove the death_
SumInsured
column
pv
[,
"death_SumInsured"
]
=
pv
[,
"death_SumInsured"
]
+
pv
[,
"death_GrossPremium"
]
colnames
(
pv
)[
colnames
(
pv
)
==
"death_SumInsured"
]
=
"death"
;
...
...
@@ -462,17 +470,43 @@ InsuranceTarif = R6Class(
if
(
!
is.null
(
self
$
surrenderValueCalculation
))
{
surrenderValue
=
self
$
surrenderValueCalculation
(
resReduction
,
reserves
=
res
,
premiums
=
premiums
,
presentValues
=
presentValues
,
cashflows
=
cashflows
,
sumInsured
=
sumInsured
,
premiumSum
=
premium
d
Sum
,
cashflows
=
cashflows
,
sumInsured
=
sumInsured
,
premiumSum
=
premiumSum
,
policyPeriod
=
policyPeriod
,
age
=
age
,
...
);
}
else
{
surrenderValue
=
resReduction
;
}
# res.premiumfree =
# Calculate new sum insured after premium waiver
Storno
=
0
;
# TODO: Implement storno costs
newSI
=
(
resReduction
-
presentValues
[,
"death_Refund_past"
]
*
(
1
+
self
$
loadings
$
security
)
-
c
(
Storno
))
/
(
presentValues
[,
"benefits"
]
*
(
1
+
self
$
loadings
$
security
)
+
presentValues
[,
"gamma_nopremiums"
])
*
sumInsured
;
# str(newSI);
zaehler
=
(
resReduction
-
presentValues
[,
"death_Refund_past"
]
*
(
1
+
self
$
loadings
$
security
)
-
c
(
Storno
));
nenner
=
(
presentValues
[,
"benefits"
]
*
(
1
+
self
$
loadings
$
security
)
+
presentValues
[,
"gamma_nopremiums"
])
/
sumInsured
;
# str(resReduction);
# str(presentValues[,"death_Refund_past"] * cashflows$death_GrossPremium * (1+self$loadings$security) * premiums[["gross"]]);
# str(presentValues[,"death_Refund_past"]);
# str(cashflows$death_GrossPremium * (1+self$loadings$security) * premiums[["gross"]]);
str
(
cashflows
$
death_GrossPremium
);
str
(
cashflows
);
str
((
1
+
self
$
loadings
$
security
));
str
(
premiums
[[
"gross"
]]);
# str(presentValues[, "benefits"] * (1+self$loadings$security) + presentValues[, "gamma_nopremiums"]);
# res.premiumfree =
# res.gamma.premiumfree =
cbind
(
res
,
"Surrender"
=
surrenderValue
)
cbind
(
res
,
"PremiumsPaid"
=
Reduce
(
"+"
,
cashflows
$
premiums_advance
,
accumulate
=
TRUE
),
"Surrender"
=
surrenderValue
,
"PremiumFreeSumInsured"
=
newSI
,
"RedWert_Zaehler"
=
zaehler
,
"RedWert_Nenner"
=
nenner
)
},
premiumDecomposition
=
function
(
premiums
,
reserves
,
cashflows
,
presentValues
,
q
,
sumInsured
=
1
,
...
)
{
...
...
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