General Information & Client Services
  • Americas: +1.212.553.1653
  • Asia: +852.3551.3077
  • EMEA: +44.20.7772.5454
  • Japan: +81.3.5408.4100
Media Relations
  • New York: +1.212.553.0376
  • London: +44.20.7772.5456
  • Hong Kong: +852.3758.1350
  • Tokyo: +813.5408.4110
  • Sydney: +61.2.9270.8141
  • Mexico City: +001.888.779.5833
  • Buenos Aires: +0800.666.3506
  • São Paulo: +0800.891.2518

Alexis is responsible for the advancement of Moody’s Analytics insurance activities in EMEA. He contributes to the development of Moody’s Analytics Solvency II client propositions, in particular with internal models and ORSA.

Before joining Barrie & Hibbert in 2008 – three years before its acquisition by Moody’s Analytics – he had extensive experience in ALM and economic capital modeling at Towers Watson in London and previously worked in risk management and valuation roles at Zurich Financial Services. Alexis is a fellow of the actuarial associations in the UK, France, and Switzerland and has an MA in Quantitative Finance from ETH Zurich.

Related Insights

The Next Wave – Implementing a well-designed Internal Model

As the techniques and software that underpin Internal Models have matured, the next wave of Internal Model firms can benefit from faster implementations and reduced costs, with off-the-shelf solutions that have been designed to meet the demands of a simulation-based Internal Model.

October 2016 WebPage Alexis Bailly, Brian Robinson, Martin Elliot

Efficient Asset Allocation with Least-Squares Monte Carlo

This article reviews the analysis of an asset optimization problem where risk is defined by the capital required under Solvency II principles, and where the portfolio performance is defined by the net asset value at time T=1.

May 2014 WebPage Alexis BaillyRomain Lombardo

Efficient Asset Allocation with Least Squares Monte Carlo

Asset optimization which focuses only on the distributional characteristics of an investment portfolio will fail to achieve an optimal portfolio from the perspective of value creation for a life insurance firm. In this paper we show how this issue can be resolved through the application of Least Squares Monte Carlo techniques.

January 2014 Pdf Romain LombardoAlexis Bailly