Program start date | Application deadline |
2023-09-01 | - |
Program Overview
Who is it for?
Take this first step to a rewarding career as an actuary if you have strong technical ability, an interest in solving business problems, and an appreciation of the risks that changes in the world bring about.
Our MSc in Actuarial Science gives you a firm grounding in the fundamentals of actuarial science in insurance, finance and investment, and business analytics methods. You’ll have the equivalent of UK upper second class degree in a highly quantitative programme, so you’ll be ready to study in detail the mathematical and statistical techniques for measuring the probability and risk of future events and their financial impact on a business and/or their clients.
You will be taught and receive advice on study and exam techniques by qualified actuaries, academics and other subject-specialists with commercial experience and research expertise. Bayes Business School is currently ranked 1st in Europe for actuarial research according to the Top 50 UNL Global Research Rankings of Actuarial Science and Risk Management & Insurance.
As one of the finest business schools in the world, I hoped it would offer me an open career path into one of the major organisations in London. Bayes is also the only school in London that offers an MSc in Actuarial Science. The modules were very practical, and have enabled me to apply my learning to what I do now. For example, I did modules in pensions, and machine learning and contingencies. These provided me with a strong basis and understanding of all the business concerns that are applied to my work.
Andreas Chatzineofytou
Objectives
As the needs of the actuarial profession and the Institute and Faculty of Actuaries evolve, the skill set of actuaries is used in wider applications in both traditional and non-traditional fields, and the intake of overseas members increases, this programme is designed to reflect these challenges and ensure that it is fit for purpose for actuaries in an ever-changing global business environment. It is very flexibly designed offering you several study options to choose from.
On this postgraduate course, you will study statistics, probability, stochastic processes, survival models, economics, finance and investment, insurance, pensions, financial modelling and contracts valuation, with computer-based applications. This broad and varied syllabus is equivalent to the Institute and Faculty of Actuaries’ Core Mathematics, Core Statistics and Core Business professional examinations (Subjects CM1, CM2, CS1, CS2, CB1, CB2), and enables you to gain exemptions from them. In addition, you will have the opportunity to study modelling practice, by applying actuarial techniques to solve real-world problems, and communication with non-actuaries on topics related to actuarial practice, that will enable you to gain exemptions from Subjects CP2 and CP3. Finally, you will be offered a collection of Business Analytics modules to select from as electives.
If you succeed on the MSc in Actuarial Science or the MSc in Actuarial Science with Business Analytics you can also proceed to the MSc in Actuarial Management.
Accreditation
Bayes Business School is recognised as a Center of Actuarial Excellence (CAE) from the Society of Actuaries (SOA), one of the main actuarial professional bodies in the US. Together with our accreditation by the Institute and Faculty of Actuaries in the UK, this reinforces our establishment as a global hub for actuarial studies and intellectual capital development. Our courses are also recognised as preparing students for certain SOA actuarial exams.
Program Outline
Structure
What will you learn
On the MSc Actuarial Science you will:
- Summarise and critically assess fundamental concepts in statistics, economics, finance, investment and business
- Recognise and apply actuarial theory used in investment, insurance and probability modelling
- Evaluate research papers and professional texts to produce an independent synthesis of knowledge and ideas
- Demonstrate proficiency in the use of actuarial and statistical methods to solve problems in insurance, investment and analytics problems
- Evaluate and apply alternative approaches in the analysis of financial reports
- Develop and communicate effectively reasoned arguments on current issues relating to actuarial theory and practice
- Use software as an effective tool for data analysis and financial modelling
- Build on core principles to develop core modelling and communication practices.
Note: the key difference from the MSc in Actuarial Science with Business Analytics is that the Business Analytics modules are only offered as electives in this programme.
Induction weeks
All of our MSc courses start with two compulsory induction weeks which include relevant refresher courses, pre-study programming modules, an introduction to the careers services and the annual careers fair.
Pre-study modules
Introduction to R Programming
This module is designed to provide a fundamental understanding of R programming and no previous programming experience is expected. The teaching model is learning by doing and basic concepts are built up in an incremental manner. The online material is formulated via multiple R code examples that enable the students to work independently when dealing with small R programming tasks.
Introduction to Python Programming
This module is designed to provide a fundamental understanding of Python programming and no previous programming experience is expected. The teaching model is learning by doing and basic concepts are built up in an incremental manner. The online material is formulated via multiple Python code examples that enable the students to work independently when dealing with small Python programming tasks.
Both programming modules are designed to provide a fundamental understanding of R and Python. They are highly recommended for all the students on the programme and are compulsory for those who either opt for the MSc in Actuarial Science with Business Analytics or remain on the MSc Actuarial Science but take Business Analytics elective modules. Completing these two modules will also help you with the computer-based elements of the CM and CS subjects.
Term 1
Financial Mathematics (CM1(1))
You will learn how to apply compound interest theory to find the present value or the accumulation of a cash flow, and to apply financial mathematics to solve a broad range of practical problems also via computer-based applications. In addition, this module will demonstrate how loan repayments can be determined, once interest rate assumptions have been made. You will analyse and compare alternative capital projects and value fixed-interest stock.
Probability and Mathematical Statistics (CS1)
This module will enable you to master the axioms of probability and conditional probability, the concept of a random variable and a probability distribution, and to define and use generating functions. You will apply and debate the principles of statistical inference, explain and evaluate the theory underlying statistical techniques. You will construct statistical displays of data, solve problems with more than one random variable, find moments of distributions, carry out and interpret linear regression and generalised linear regression models. You will test hypotheses and derive confidence intervals. You will explain the fundamental concepts of Bayesian statistics. Finally, you will become proficient in a broad range of related computer-based applications in R.
Finance and Financial Reporting (CB1)
You will be able to explain the structure of joint stock companies, define the principal forms of financial instruments, and discuss the characteristics of different financial statements. You will master the principles underlying the construction of financial statements and be able to apply and evaluate alternative approaches to interpreting the financial statements of companies and financial institutions. You will also be able to construct financial statements in a form suitable for publication.
Business Economics (CB2)
This module will give you the ability to understand the key aspects of the operation of markets, consumer demand, the production decisions of a firm, the determinants of market structure, and the effects of market structure on a firm’s supply and pricing decisions. You will discuss the economic analysis at both micro and macro levels, focusing on those areas most relevant to actuarial science, as well as the implications of changes in relevant variables on the equilibrium operation of markets. You will also develop an understanding of macroeconomic analysis and interpret the economic environment with regard to inflation, investment returns, stock market behaviour, exchange rates and economic growth.
Research Methods for Actuarial Professionals (non-exemption module)
Strong research is a key element of development strategy for companies and institutions, large and small. This module aims to provide a ground in statistical learning research, particularly supervised and unsupervised learning, which you will be able to apply to real data. The content is tailored to support you and to develop your research and statistical learning skills. The module will utilise specific training in statistical learning techniques in order to provide a strong foundation for the in-depth and specialist teaching and learning in terms 2 and 3. You will also develop an intuition behind the methods which you will be able to use to support your learning, substantiate your arguments and make assessments about the nature of the evidence you are using.
Analytics Methods for Business (non-exemption module)
This module provides a collection of standard analytical methods and explains how data analysis is performed in the real world. It represents an introduction to specific tasks that a business analyst encounters on a daily basis that ultimately help in analysing, communicating and validating recommendations to change the business and policies of an organisation. Furthermore, the module provides the foundation for using R to translate theory into practice.
Term 2
Contingencies (CM1(2))
You will gain an understanding of a broad range of life insurance products, their pricing and reserving, and a mastery of life insurance mathematics. You will also be able to evaluate means and variances of present values of cash flows for complex insurance contracts, and calculate gross premiums and reserves using the equivalence principle, profit testing and related ideas. Finally, you will be able to apply mathematics and statistics to related practical problems via computer-based applications.
Insurance Risk Modelling (CS2)
This module aims to explain the fundamentals of risk modelling for insurance applications. You will develop proficiency in using statistical and stochastic modelling for life and non-life insurance risks. Various topics will be accompanied by computer-based applications.
Financial Economics (CM2)
You will develop a proficiency in the application of models used in financial economics and understand how these models are used, also via computer-based applications. You will analyse insurance problems in terms of utility theory, define measures of investment risk, and describe how insurance companies help reduce or remove risk. You will be able to explain the assumptions and ideas underlying different financial models, and apply finance theory to assess risk, make portfolio decisions, model asset prices and interest rates, and evaluate derivatives.
Machine Learning (non-exemption module)
This module provides an overview of machine learning concepts, techniques and algorithms used in practice to describe and analyse complex data and design predictive analytics methods. You should expect to engage with the main idea and intuition behind modern machine learning tools from a practical perspective. Standard computing skills in R, Python and Matlab will be used to put in practice the theory discussed in the lectures.
Term 3
To complete the MSc in Actuarial Science, you have several options in your third term:
- Modelling Practice (CP2), Professional Communication (CP3) and two electives
- Modelling Practice (CP2) , Professional Communication (CP3) and Applied Research Project
- Applied Research Project and three electives
- Business Research Project and one elective
- Five electives.
Modelling Practice (CP2)
This module will provide you with an understanding of how to model data and processes using spreadsheets, how to document your work, analyse the methods used and outputs generated, and communicate the approach, results and conclusions to your junior and senior colleagues.
Professional Communication (CP3)
You will be introduced to the skill of communicating with non-actuaries on topics related to actuarial practice. You will revise its main areas and study how technical actuarial concepts and other specialist information can be explained to clients in plain, jargon-free English. You will learn how to draft letters to those seeking professional advice in a manner suited to the level of knowledge of the recipient.
Business Research Project (BRP)
The BRP will be of approximately 10,000 words. It offers an opportunity to specialise in a contemporary topic in actuarial science or finance related to your future careers and should be based on independent research. You are encouraged from the start of the course to think about this possibility. A member of academic staff, allocated on the basis of your project proposal, will supervise the BRP.
Applied Research Project (ARP)
The ARP will be of approximately 3,000-5,000 words. In this case, the topic is supplied by Bayes faculty and initial guidance is offered to help you identify the research question but no formal supervision.Subject to availability, you can also choose projects designed by our industry partners, including, for example, the Bank of England, the Government Actuary’s Department and Guy Carpenter. Most of these projects are directly supervised by the industry partner representatives together with our academic staff.Over the years, several students taking research projects in this programme have been recipients of the prestigious SCOR award.
Electives offered in 2022
- Applied Machine Learning
- Applied Natural Language Processing
- Data Management Systems
- Introduction to Copula Modelling
- Introduction to Model Office Building in Life Insurance
- Modelling and Data Analysis
- Emerging Global Risks
- Stochastic Claims Reserving in General Insurance
- Ethics, Society and the Finance Sector
- Financial Crime
- Financial Statement Analysis & Valuation in Banks
- Liability Insurance
- Technical Analysis and Trading Systems.
International electives
- FinTech (taught in Italy)
Please note that electives are subject to change and availability.
Career destinations for MSc Actuarial Science
Your Master’s in Actuarial Science is a global professional passport to a challenging and rewarding career. If you love problem-solving become an actuary, and you’ll be constantly seeking new ways to approach information and data. Or you could work for business or government, advising on decisions that can change people’s lives. You’ll also be well equipped to work as an actuarial and risk analyst, consultant or underwriter in leading insurance, banking and professional services firms around the world.
You’ll get advice on your finding your ideal path and how to accomplish your career goals from our dedicated Careers Team.
Class profile
Recent graduates have secured positions such as
- Graduate Actuary, Reinsurance Reserving -Aspen Insurance
- Actuarial Analyst - Willis Towers Watson
- Junior Actuarial Consultant, Actuarial - EY
- Senior Actuarial Analyst (Pricing) - AXA
- Consultant - Samsung SDS
The MSc in Actuarial Management serves as a continuation of the MSc in Actuarial Science allowing successful candidates to focus on the application of concepts learned, study the key areas of actuarial practice, choose from the various actuarial specialist subjects and attain further technical knowledge. Students taking that MSc get an opportunity to obtain further exemptions from the later professional subjects of the Institute and Faculty of Actuaries, enabling them to reach the highest possible level of the professional qualification.