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モデル3 - EV計算
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| 複数商品を管理し、またEV(エンベデッドヴァリュー)の計算ができる本格的なモデルです。
| :doc:`1300_tutorial3` で説明しています。
このファイルでは、EV計算のロジックを記述しています。
.. raw:: html
EV計算
-----------------------
.. raw:: html
// EV計算のベースクラス
abstract calculation EVBase {
module Util{
int max_t = 100
}
module EV{
@range = t
@range_last = Util.max_t
// EV計算用の係数
double lapsemass_factor = 0.3
double coc_factor = 0.05
double tax_rate = 0.25
// 負債キャッシュフロー現価などの取得
double[] discount_factor = NotImplemented
double[] PVLiab_adj_base = NotImplemented
double[] PVLiab_adj_mortup = NotImplemented
double[] PVLiab_adj_mortdown = NotImplemented
double[] PVLiab_adj_lapseup = NotImplemented
double[] PVLiab_adj_lapsedown = NotImplemented
double[] PVLiab_adj_morbup = NotImplemented
double[] PVLiab_adj_expup = NotImplemented
double[] CV_end = NotImplemented
// リスク量の計算
double[] risk_mortup = Utl.max(PVLiab_adj_mortup(t) - PVLiab_adj_base(t), 0.0)
double[] risk_mortdown = Utl.max(PVLiab_adj_mortdown(t) - PVLiab_adj_base(t), 0.0)
double[] risk_lapseup = Utl.max(PVLiab_adj_lapseup(t) - PVLiab_adj_base(t), 0.0)
double[] risk_lapsedown = Utl.max(PVLiab_adj_lapsedown(t) - PVLiab_adj_base(t), 0.0)
double[] risk_morbup = Utl.max(PVLiab_adj_morbup(t) - PVLiab_adj_base(t), 0.0)
double[] risk_expup = Utl.max(PVLiab_adj_expup(t) - PVLiab_adj_base(t), 0.0)
double[] risk_lapsemass = lapsemass_factor * Utl.max(CV_end(t) - PVLiab_adj_base(t), 0.0)
double[] risk_lapse = Utl.max(risk_lapseup(t), risk_lapsedown(t), risk_lapsemass(t))
double[] risk = calc_risk(risk_mortup(t), risk_mortdown(t), risk_morbup(t), risk_lapse(t), risk_expup(t))
// 資本コスト、CNHRの計算
// （資本コストをCNHRに反映するタイミングはいくつかあるが、即座に反映するものとした）
double[] coc = risk(t) * coc_factor
double[] cnhr_before_tax = if (t == Util.max_t) { coc(t) }
elseif (discount_factor(t) <= 0.0) { coc(t) }
else { coc(t) + cnhr_before_tax(t+1) * discount_factor(t+1) / discount_factor(t) }
double[] cnhr_after_tax = cnhr_before_tax(t) * (1.0 - tax_rate)
// PVFP, TVOG, CNHR, MCEV, 保険料現価, 新契約マージンの計算
double PVFP = NotImplemented
double PVFPTVOG = NotImplemented
double TVOG = PVFPTVOG - PVFP
double CNHR = -cnhr_after_tax(0)
double MCEV = PVFP + TVOG + CNHR
double PVP = NotImplemented
double NBM = if (PVP <= 0.0) { 0.0 }
else { MCEV / PVP }
// 相関を用いてリスク量を計算する関数
function double calc_risk(double _risk_mortup, double _risk_mortdown, double _risk_morbup,
double _risk_lapse, double _risk_expup) =
( _risk_mortup * _risk_mortup * 1.00
+ _risk_mortup * _risk_mortdown * -0.25
+ _risk_mortup * _risk_morbup * 0.25
+ _risk_mortup * _risk_lapse * 0.00
+ _risk_mortup * _risk_expup * 0.25
+ _risk_mortdown * _risk_mortup * -0.25
+ _risk_mortdown * _risk_mortdown * 1.00
+ _risk_mortdown * _risk_morbup * 0.00
+ _risk_mortdown * _risk_lapse * 0.25
+ _risk_mortdown * _risk_expup * 0.25
+ _risk_morbup * _risk_mortup * 0.25
+ _risk_morbup * _risk_mortdown * 0.00
+ _risk_morbup * _risk_morbup * 1.0
+ _risk_morbup * _risk_lapse * 0.00
+ _risk_morbup * _risk_expup * 0.50
+ _risk_lapse * _risk_mortup * 0.00
+ _risk_lapse * _risk_mortdown * 0.25
+ _risk_lapse * _risk_morbup * 0.00
+ _risk_lapse * _risk_lapse * 1.00
+ _risk_lapse * _risk_expup * 0.50
+ _risk_expup * _risk_mortup * 0.25
+ _risk_expup * _risk_mortdown * 0.25
+ _risk_expup * _risk_morbup * 0.50
+ _risk_expup * _risk_lapse * 0.50
+ _risk_expup * _risk_expup * 1.00
) ^ 0.5
// １回目のランから計算結果を取得する関数
function double get_factor_deter(string varible_name, int shock, int t) = Fac.get_double("ev_deter", "OutputEV", varible_name, 0, shock, t)
function double get_factor_stoch(string varible_name, int shock, int t) = Fac.get_double("ev_stoch", "OutputEV", varible_name, -1, shock, t)
}
// 出力（リスク量）
module OutputRisk{
@range = t
@range_last = Util.max_t
double[] discount_factor = EV.discount_factor(t)
double[] PVLiab_adj_base = EV.PVLiab_adj_base(t)
double[] PVLiab_adj_mortup = EV.PVLiab_adj_mortup(t)
double[] PVLiab_adj_mortdown = EV.PVLiab_adj_mortdown(t)
double[] PVLiab_adj_lapseup = EV.PVLiab_adj_lapseup(t)
double[] PVLiab_adj_lapsedown = EV.PVLiab_adj_lapsedown(t)
double[] PVLiab_adj_morbup = EV.PVLiab_adj_morbup(t)
double[] PVLiab_adj_expup = EV.PVLiab_adj_expup(t)
double[] CV_end = EV.CV_end(t)
double[] risk_mortup = EV.risk_mortup(t)
double[] risk_mortdown = EV.risk_mortdown(t)
double[] risk_lapseup = EV.risk_lapseup(t)
double[] risk_lapsedown = EV.risk_lapsedown(t)
double[] risk_morbup = EV.risk_morbup(t)
double[] risk_expup = EV.risk_expup(t)
double[] risk_lapsemass = EV.risk_lapsemass(t)
double[] risk_lapse = EV.risk_lapse(t)
double[] risk = EV.risk(t)
double[] coc = EV.coc(t)
double[] cnhr_before_tax = EV.cnhr_before_tax(t)
double[] cnhr_after_tax = EV.cnhr_after_tax(t)
}
// 出力（EV数値）
module OutputSummary{
double PVFP = EV.PVFP
double TVOG = EV.TVOG
double CNHR = EV.CNHR
double MCEV = EV.MCEV
double PVP = EV.PVP
double NBM = EV.NBM
}
}
// 決定論でのEV計算クラス
calculation EVDeter(EVBase) {
module EV{
double[] discount_factor = get_factor_deter("discount_factor_end", 0, t)
double[] PVLiab_adj_base = get_factor_deter("PVLiab_adj", 0, t)
double[] PVLiab_adj_mortup = get_factor_deter("PVLiab_adj", 1, t)
double[] PVLiab_adj_mortdown = get_factor_deter("PVLiab_adj", 2, t)
double[] PVLiab_adj_lapseup = get_factor_deter("PVLiab_adj", 3, t)
double[] PVLiab_adj_lapsedown = get_factor_deter("PVLiab_adj", 4, t)
double[] PVLiab_adj_morbup = get_factor_deter("PVLiab_adj", 5, t)
double[] PVLiab_adj_expup = get_factor_deter("PVLiab_adj", 6, t)
double[] CV_end = get_factor_deter("CV_end", 0, t)
double PVFP = get_factor_deter("PV_profit_after_tax", 0, 0)
double PVFPTVOG = get_factor_deter("PV_profit_after_tax", 0, 0)
double PVP = get_factor_deter("PV_premium_income", 0, 0)
}
}
// 確率論でのEV計算クラス
calculation EVStoch(EVBase) {
module EV{
double[] discount_factor = get_factor_deter("discount_factor_end", 0, t)
double[] PVLiab_adj_base = get_factor_stoch("PVLiab_adj", 0, t)
double[] PVLiab_adj_mortup = get_factor_stoch("PVLiab_adj", 1, t)
double[] PVLiab_adj_mortdown = get_factor_stoch("PVLiab_adj", 2, t)
double[] PVLiab_adj_lapseup = get_factor_stoch("PVLiab_adj", 3, t)
double[] PVLiab_adj_lapsedown = get_factor_stoch("PVLiab_adj", 4, t)
double[] PVLiab_adj_morbup = get_factor_stoch("PVLiab_adj", 5, t)
double[] PVLiab_adj_expup = get_factor_stoch("PVLiab_adj", 6, t)
double[] CV_end = get_factor_stoch("CV_end", 0, t)
double PVFP = get_factor_deter("PV_profit_after_tax", 0, 0)
double PVFPTVOG = get_factor_stoch("PV_profit_after_tax", 0, 0)
double PVP = get_factor_stoch("PV_premium_income", 0, 0)
}
}