We consider longevity risk hedging problems, where survivor swaps are available as hedging instruments. As objective functions we consider the mean-variance and the mean-conditional-value-at-risk of the hedged liabilities, evaluated using an estimated probability law governing the mortality...

This paper proposes an innovative retirement product with a focus on longevity risk sharing, a contract we refer to as tail index-linked annuity (TILA). Specifically, the proposed TILA pays out variable annual payments, which will be equal to a regular nominal amount when a reference survival...

This paper investigates dynamic hedging strategies for liabilities that are exposed to longevity risk. In particular, we consider the case where a hedger wishes to minimize the variance of her hedging error using longevity-linked derivatives. Time-consistent, closed-form solutions of optimal...