Fundamentals of Actuarial Mathematics (FAM) Exam
Learn the core models and methods for short-term and long-term insurance, from claims modelling to mortality and policy values.
Learning Objectives
5 objectivesDescribe the main short-term and long-term insurance and reinsurance coverages and retirement programmes.
Build and fit models for claim frequency, claim severity and aggregate losses.
Apply credibility, pricing and reserving methods to short-term insurance coverages.
Explain the basics of option pricing.
Use mortality models to value long-term insurance and calculate premiums and policy values.
Programme Outline
10 topicsShort-Term Insurance and Reinsurance Coverages
The main short-term insurance and reinsurance coverages and how they work.
Severity, Frequency, and Aggregate Models
Modelling the number and size of claims and combining them into total losses.
Parametric Estimation
Fitting parametric distributions to claims data.
Introduction to Credibility
Blending an individual risk's own experience with wider experience.
Pricing and Reserving for Short-Term Insurance Coverages
Setting premiums and estimating reserves for short-term coverages.
Option Pricing Fundamentals
The basic principles of how financial options are priced.
Long-Term Insurance Coverages and Retirement Financial Security Programs
Life insurance, annuities and retirement programmes, and the benefits they provide.
Mortality Models
Models of survival and mortality used for long-term coverages.
Present Value Random Variables for Long-Term Insurance Coverages
Treating the present value of future benefits as a random variable, for life insurance and annuities.
Premium and Policy Value Calculation for Long-Term Insurance Coverages
Calculating premiums and policy values for long-term coverages.
Hands-On Resources
Missed a live session? Catch up here.
