TECHNIQUE AND FINANCE OF INSURANCE

Course objectives

The course deals with the issues of calculating premiums and reserves for new generation life insurance policies both from a statutory and market consistent perspective and consequent assessment of the related solvency capital requirements. At the end of the course, the student will be able to use pricing and reserving models for valuating with profit contracts and index and unit linked insurance forms, both under local gaap criteria and the IAS and Solvency II financial rules. After passing the course exam the student will be able to face and pass the State exam for the Actuary profession on the specific topics covered during the course. 1. At the end of the course, the student will be in a position to know and understand the technical characteristics of the new generation forms of life insurance contracts, able to define risk sources underlying these contractual forms and to understand which type of financial and actuarial models to apply in order to evaluate the capital absorption due to regulatory capital requirements under Solvency 2 legislation. 2. At the end of the course the student will have knowledge of the quantitative models for evaluating new generation life insurance contracts, will be able to autonomously develop the calculation of the premium, the mathematical reserve and the solvency capital requirements, including techniques for parameters calibration. He will be able to develop the analysis for the implementation of the reference equations both in the context of the statutory financial statements and IAS and Solvency 2 financial statements. 3. At the end of the course the student will have acquired a good actuarial and financial sensitivity for the purposes of evaluating innovative insurance forms, sensitivity stimulated through some simulations carried out in the form of exercises and subsequent classroom control with collective discussion of the results. 4. The course offers students the opportunity to acquire a specific glossary related to the insurance technical context and life insurance finance, also thanks to the introductory part of the course aimed at analyzing the national and international regulations of the insurance sector. 5. At the end of the course, the student has knowledge of national and international regulatory sources governing the insurance sector and the ability in handling the financial and actuarial principles underlying the quantitative models for the fair value assessment of new generation contracts. Knowledge of regulatory sources and quantitative techniques constitute a good basis on which the student will be able to develop updates over time on the topics covered by the course.

Channel 1
PAOLO DE ANGELIS Lecturers' profile

Program - Frequency - Exams

Course program
The course provides students for technical and theoretical quantitative tools to manage liabilities of life and non-life insurance companies, under a risk based framework as in the Solvency II project. PART I REGULATORY RULES AND THE ACTUARIAL MODEL TO MANAGE PARTECIPATING LIFE INSURANE POLICIES Italian law and fundamental criteria to value premiums and technical reserves of participating life insurance policies. ISVAP’s rules: Regolamento n. 21. Technical reserving models to manage demographic and financial risks. Assets backing technical reserves and their evaluation: book value versus market value. PART II UNIT ED INDEX LINKED PRODUCTS: PRICING MODELS AND FINANCIAL STRATEGIES Recall of the option theory and the stochastic processes involved in: analytical models versus stochastic simulation. A market consistent model for pricing premiums and technical reserves. Parameters calibration procedures. Examples. PART III FAIR VALUE OF A PORTFOLIO OF LIFE INSURANCE CONTRACTS Embedded value and Appraisal value of a portfolio of life insurance contracts: deterministic approach versus stochastic approach . Profit testing procedures and contracts performance. An actuarial model for the Fair Value of partecipating life insurance policies : the fair value of the embedded options. Parameters estimation procedures. PART IV INSIGHT TO SOLVENCY II PROJECT Best Estimate Liability, Risk Margin Value and Risk Capital: Quantile Approach versus Cost of Capital method. Solvency Capital Requirements and standard formula versus internal model. A rating model to value a life insurance company. The economic scenario generator and the MonteCarlo error test and the martingale test. PART V TECHNICAL RESERVES FOR A NON-LIFE INSURANCE COMPANY Regulatory rules: Regolamento ISVAP n. 16 and claims and premiums reserves. Actuarial methods to estimate the claims reserves: deterministic approach versus stochastic approach. PART VI REINSURANCE Reinsurance strategies: linear vs. non linear approach. Reinsurance strategies and Solvency 2 capital requirements. PART VII The Economic Scenario Generator to evaluate the life Best Estimate Liability.
Prerequisites
To have passed both Financial Mathematics and Actuarial Mathematics exams.
Books
• Tutorials and lecture notes. • M. De Felice, F. Moriconi, La Teoria dell'Immunizzazione Finanziaria - Modelli e Strategie, il Mulino. • J. C. Hull, Opzioni, Futures e altri derivati, Prentice-Hall International. • A.G. Malliaris, W.A. Brock, Stochastic Methods in Economics and Finance, North-Holland. • International Actuarial Association, A Global Framework for Insurer Solvency Assessment, Research report of the Insurer Solvency Assessment Working Party, 2004. • European Commision, QIS4 Technical Specifications, CEIOPS, 2008.
Teaching mode
Lecture.
Frequency
In presence.
Exam mode
Oral exam.
Lesson mode
Lecture.
  • Lesson code1018106
  • Academic year2024/2025
  • CourseFinance and insurance
  • CurriculumAssicurazioni
  • Year2nd year
  • Semester1st semester
  • SSDSECS-S/06
  • CFU9
  • Subject areaAttività formative affini o integrative