| Would you like to get an overview over products for the retirement phase as well as a few thoughts on particular risks and the actuarial modelling behind them? These topics will be discussed in the EAA's series of web sessions "The Retirement Phase: Product Development and Actuarial Modelling of Longevity Risk". The web session "The Retirement Phase – Part 1: Traditional and Innovative Products for the Retirement Phase" is planned for 23 November 2020 | 10:00 - 12:00 CET, the web session "The Retirement Phase – Part 2: Actuarial Modelling of Longevity Risk and Applications in Product Development" is held on 30 November 2020 | 10:00 - 12:00 CET. The registration fee for each web session is € 100.00 plus 16 % VAT only. "The Retirement Phase – Part 1: Traditional and Innovative Products for the Retirement Phase": In this first web session, we will introduce traditional and modern life insurance products for the retirement phase. This part will mainly contain a product overview where we illustrate the motivation, concepts, ideas and examples for different retirement products, also taking product designs with capital market participation and longevity indexed products into account. You can find all additional information on this website where you will find the registration form. "The Retirement Phase – Part 2: Actuarial Modelling of Longevity Risk and Applications in Product Development": The second part of the web session series will mainly deal with actuarial modelling of longevity risk. In particular, we will show why stochastic mortality modelling can be necessary and helpful within the product development of retirement phase products. For doing so, we will introduce two popular approaches (Lee-Carter and Cairns-Blake-Dowd) for the modelling of longevity risk and show an application within a case study. You can find all additional information on this website where you will find the registration form. If you want to benefit from a discount of 20%, register for the series "The Retirement Phase: Product Development and Actuarial Modelling of Longevity Risk" here. |