2010
DOI: 10.2139/ssrn.1730327
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On Surrender and Default Risks

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Cited by 6 publications
(15 citation statements)
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References 25 publications
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“…(2010) Unrealized losses Loisel and Milhaud (2011) Dr Le Courtois and Nakagawa (2011) r, S Unit-linked products Kolkiewicz and Tan (2006) Volatility Anzilli and De Cesare (2007) Advertising Kochanski (2010) Rate of return Li and Szimayer (2010) MSO Variable annuities American Academy of Actuaries ( …”
Section: Lapse In Life Insurancementioning
confidence: 99%
See 2 more Smart Citations
“…(2010) Unrealized losses Loisel and Milhaud (2011) Dr Le Courtois and Nakagawa (2011) r, S Unit-linked products Kolkiewicz and Tan (2006) Volatility Anzilli and De Cesare (2007) Advertising Kochanski (2010) Rate of return Li and Szimayer (2010) MSO Variable annuities American Academy of Actuaries ( …”
Section: Lapse In Life Insurancementioning
confidence: 99%
“…The combined lapse rate is then calculated using the multiple decrement model. This technique is used by Kolkiewicz and Tan (2006), Tsai et al (2009), De Giovanni (2010), Li and Szimayer (2010) and Le Courtois and Nakagawa (2011). In accordance with Kolkiewicz and Tan (2006), we define the baseline hazard rate function μ det ( t ) and the stochastic hazard rate function μ ( t , θ t ,1 , … , θ t , n ) with θ i denoting the lapse drivers.…”
Section: Theoretical Models and Empirical Evidencementioning
confidence: 99%
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“…A common market and academic practice to surrender modelling (see Kolkiewicz and Tan, 2006, Le Courtois and Nakagawa, 2011, Ducuroir et al, 2016, for example) is to consider two components: a deterministic baseline hazard rate function capturing lapses 1 due to noneconomic factors, and a stochastic process representing additional shocks to the baseline due to changes in the market.…”
Section: The Variable Annuity Contractmentioning
confidence: 99%
“…Further, we subdivide insurance risk into surrender risk and mortality risk. For the surrender risk, we follow market practice by considering two components: one capturing the baseline surrender behaviour due to non-economic factors and personal contingencies, and the second one which instead is responsive to changes in the conditions of the financial markets (see Kolkiewicz and Tan, 2006, Le Courtois and Nakagawa, 2011, Ducuroir et al, 2016. This component in particular includes a function of the spread between the rate of the contract and the rate offered on the market for equivalent products, and therefore incorporates the stochastic inputs from the financial market model.…”
Section: Introductionmentioning
confidence: 99%