MMath Actuarial and Data Science

Key details

MMATH ACTUARIAL AND DATA SCIENCE

Start Year

2023

Attendance

Full Time

Award

Degree of Master of Mathematics

UCAS course code

NI31

Entry Requirements

AAA (specific subject requirements apply).

Duration (years)

Study the art of risk: measuring it, assessing it, managing it, mitigating it – and sometimes profiting from it. 

Crossing the road, making a cup of tea, flying on holiday, starting a new business: nearly everything in life encompasses an element of risk. And to an Actuary, risk is everything. If you’re strong on mathematics and have an interest in business and economics, are fascinated by world events and not afraid to take an educated gamble, a career in this small but growing (and pretty lucrative) profession could be ideal. 

Our integrated Master’s in Actuarial and Data Science will teach you how to look to the future from a business perspective, assess any likely impact, then put a price on mitigating any risk. And, due to our strong links with industry, you’ll have opportunities to put the theory into practice.
Actuarial Science is exciting, challenging and stimulating – and its skillsets are in increasingly high demand. 

The fourth year of the programme will allow you to expand your skills beyond that of a standard graduate. You will have the opportunity to increase your computing, communication and business awareness skills to provide the potential for you to be an asset to any potential employer.

About

If you have a love of mathematics and business but want to work with them in a more applied field, Actuarial Science is a great choice. As well as becoming a professional Actuary, it opens up doors to broader fields including data science and risk management. 
Adding a fourth year to your programme will broaden your skillset and expose you to the world of data science which is an exciting growth area for the actuarial profession. 
Our strong links with industry mean you’ll have unique opportunities to see theory put into practice, and our syllabus includes guest lectures from working professionals, such as experts from Aviva. What’s more, you’ll have the opportunity to gain exemptions from the professional examinations set by the Institute and Faculty of Actuaries, so you could graduate one step ahead of your competition. 

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Scholarships

The UEA Actuarial Science Scholarship is available for 2019 entry for those achieving AAB with A in A level Maths (or equivalent qualifications)

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This is your chance to ask UEA's students about UEA, university life, Norwich and anything else you would like an answer to.

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Important Information

Whilst the University will make every effort to offer the courses listed, changes may sometimes be made arising from the regular review of course programmes. Where this activity leads to significant (but not minor) changes to programmes, there will normally be prior consultation of students and others. Changes may for example consist of variations to the content and method of delivery of programmes, courses and other services, to discontinue programmes, courses and other services and to merge or combine programmes or courses. The University will endeavour to keep such changes to a minimum, and will inform students.

Assessment for Year 1

We have a mixture of assessments. These include written work, presentations or demonstrations, and exams (closed and/or time-limited assessment). They combine theoretical understanding with practical application and are designed to test the range of skills and competencies required for the learning outcomes of each module.

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Structure

You’ll commence this four-year degree by further developing your knowledge of mathematics, computing, economics and business. In each of the first three years you’ll have the option to choose a traditional actuarial module, or if you’re thinking about specialising in data science, you’ll be able to focus on developing additional computing skills. Plus we’ll help you hone the communication and presentation skills essential to anyone entering the financial sector. The final year of the programme allows an increased level of choice, enabling you to increase your data science skills as well as business awareness and communication. 

Compulsory modules in the first year provide you with a clear understanding of mathematics, computing and problem-solving. You’ll build on and develop your pre-existing knowledge and start developing your awareness and understanding of actuarial mathematics, as well as acquiring some practical modelling skills. Options in year 1 allow you to choose between a skills-based module, taught in partnership with practicing actuaries, and an additional computing module, designed to develop your data science skills. 

Teaching and Learning

We also offer specialist actuarial modules, which are usually taught by qualified actuaries in a classroom environment, providing you with plenty of interactivity and real-world examples. 

Independent study 

Your formal teaching on the course will be complemented with individual study. You’ll be set formative work to complete between lectures and within classes, seminars and lab work, helping to cement your understanding of new material. 

Learning to study independently is a key skill for all aspiring actuaries. It will be developed gradually throughout the programme as your confidence grows. 

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Open Days

Assessment for Year 2

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Structure

In the second year, you’ll be introduced to specific actuarial themes and taught about business in the context of the actuarial profession. Optional modules offer you the choice between Financial Accounting for Actuaries, which is included in the accreditation agreement, and a computing science module. So, once again, you can tailor your programme to a more traditional actuarial science degree, or to one with a broader set of computing skills.

Teaching and Learning

We also offer specialist actuarial modules, which are usually taught by qualified actuaries in a classroom environment, providing you with plenty of interactivity and real-world examples. 

Independent study 

Learning to study independently is a key skill for all aspiring actuaries. It will be developed gradually throughout the programme as your confidence grows. 

Admissions Live Chat

Open Days

Assessment for Year 3

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Structure

In third year, you’ll be able to focus on developing your advanced knowledge of statistics, mathematics and professional actuarial practice. You’ll also be given the option to complete a dissertation, as well as a module taught in partnership with practicing actuaries. Alternatively, if computer science is your preferred area of focus, you can choose to further develop these skills. 

Teaching and Learning

We also offer specialist actuarial modules, which are usually taught by qualified actuaries in a classroom environment, providing you with plenty of interactivity and real-world examples. 

Independent study 

Learning to study independently is a key skill for all aspiring actuaries. It will be developed gradually throughout the programme as your confidence grows. 

Admissions Live Chat

Open Days

Assessment for Year 4

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Structure

Your academic development continues in your final year, where you will be able to focus on developing your skills to suit your strengths and tailor them to future employment opportunities. You will have the option to either build on computing skills learnt in the first three years or to gain further computing skills depending on the options taken previously. Finally, all students will take a project module, which will allow you to develop skills/knowledge in a relevant area of your choice.

Teaching and Learning

The Actuarial Science degree at UEA is taught through a combination of lectures, classes, seminars and lab work. Our lab work, classes and seminars are particularly crucial to your degree programme, as they are where we’ll reinforce and expand on the material covered in the lectures. 
We also offer specialist actuarial modules, which are usually taught by qualified actuaries in a classroom environment, providing you with plenty of interactivity and real-world examples. 

Independent study 

Learning to study independently is a key skill for all aspiring actuaries. It will be developed gradually throughout the programme as your confidence grows. 

Admissions Live Chat

Open Days

Assessment for Year 1

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Compulsory Modules

INTRODUCTION TO FINANCIAL MATHS & MODELLING

Code CMP-4003A

Credits 20

You will learn introductory material relating to financial maths such as present values, accumulations, annuities. You will also get an introduction to spreadsheet skills for actuaries as well as some discrete maths material in preparation for later modules.

ECONOMICS FOR ACTUARIES

Code CMP-4014Y

Credits 20

In this module, you'll learn microeconomic and macroeconomic theory. You'll apply these principles both in business contexts and the global economy.

CALCULUS AND MULTIVARIABLE CALCULUS

Code MTHA4008Y

Credits 30

In this module you will study: (a) Complex numbers. (b) Vectors. (c) Differentiation; power series. (d) Integration: applications, curve sketching, area, arc-length. (e) First and second-order, constant-coefficient ordinary differential equations. Reduction of order. Numerical solutions using MAPLE. Partial derivatives, chain rule. (f) Line integrals. Multiple integrals, including change of coordinates by Jacobians. Green's Theorem in the plane.

PROBABILITY

Code MTHA4001B

Credits 10

Probability is the study of the chance of events occurring. It has important applications to understand the likelihood of multiple events happening together and therefore to rational decision-making. This module will give you an introduction to the modern theory of probability developed from the seminal works of the Russian mathematician A.N. Kolmogorov in 1930s. Kolmogorov’s axiomatic theory describes the outcomes (events) of a random experiment as mathematical sets. Using set theory language you will be introduced to the concept of random variables, and consider different examples of discrete random variables (like binomial, geometric and Poisson random variables) and continuous random variables (like the normal random variable). In the last part of the module you will explore two applications of probability: reliability theory and Markov chains. Aside of the standard lectures and workshop sessions, there will be two computer-lab sessions of (2 hours each) where you will apply probability theory to specific everyday life case studies. The only pre-requisites for this module are a basic knowledge of set theory and of calculus that you would have acquired during the Autumn semester. If you have done probability or statistic at A-level you will rediscover its contents now taught using a proper and more elegant mathematical formalism.

CALCULUS

Code MTHA4008A

Credits 20

Calculus is the mathematical study of rates of change. It underpins much of applied mathematics, since we are often interested in determining how quickly things will change, whether that is looking at changes in space or in time. You will start this module by studying complex numbers and vectors. (These topics are not strictly calculus but will be needed in calculus later on.) You will then study differentiation – how to determine the rate of change of one variable or function as another variable changes. You will meet the formal definition of the derivative, and discover how to differentiate from first principles, before learning various rules and techniques for differentiating more complex functions. You will also learn about applications to curve sketching and power series Next you will study integration (the inverse of differentiation), learning various techniques, including substitution and integration by parts, and considering applications to finding areas and arc lengths. You will then learn about methods for solving first and second-order ordinary differential equations. Techniques covered here include reduction of order. and integrating factors. You will learn how to use the computer program Maple to solve differential equations numerically.

PROBABILITY AND MULTIVARIABLE CALCULUS

Code MTHA4008B

Credits 20

Probability is the study of the chance of events occurring. It has important applications to understand the likelihood of multiple events happening together and therefore to rational decision-making. You will be introduced to modern theory of probability. Kolmogorov’s axiomatic theory describes the outcomes (events) of a random experiment as mathematical sets. Using the language of set theory, you will be introduced to the concept of random variables. In addition to examples of discrete random variables (like binomial random variables) and continuous random variables (like the normal random variable), you will explore two applications of probability: reliability theory and Markov chains with computer-lab sessions applying probability theory to case studies. Multivariable calculus extends concepts of calculus to functions of more than one variable. This leads to the idea of partial derivatives. You will also study line integrals and areas integrals in the plane, learn how to change coordinates in multiple integrals using Jacobians, and meet Green's Theorem in the plane.

Optional A Modules

(20 credits)

WEB-BASED PROGRAMMING

Code CMP-4011A

Credits 20

The Internet and the World Wide Web have become an ubiquitous part of our society. An understanding of the underlying mechanisms of the technologies that are used in these systems is essential for all computing science students. In this module you will be introduced to some of the tools and technologies used for Web development. You will learn how to apply accessibility and usability concepts in your design, creating an effective website that meets users' needs and demands. You will learn how to build web applications using the current industry standard Web technologies, including HTML, CSS and JavaScript. In the latter part of the module, you will master these technologies and undertake a practical approach to exploring them. You will also learn Web security issues along the way, and be able to apply good standard practices in your work.

INTRODUCTORY PROGRAMMING

Code CMP-4012A

Credits 20

Introductory Programming introduces a number of programming concepts to students at the start of their programming careers, using a modern programming language common to many digital industries. We structure learning through lectures, delivering core materials, and tutor supported exercises to reinforce learning, and to prepare students for programming in their following studies. At the end of the module, students will be able to apply key programming concepts to financial problems relevant to their courses.

Optional B Modules

(20 credits)

DATABASE SYSTEMS

Code CMP-4010B

Credits 20

This module is based on the relational model and will introduce you to important aspects of databases, database manipulation and database management systems. You will explore the tools and methods for database design and manipulation as well as the programming of database applications. You will use a modern relational database management system to gain practical experience. You will also develop programming experience using SQL, and using a high level programming language to write applications that access the database.

ACTUARIAL SKILLS 1

Code CMP-4011B

Credits 20

In taking this module, in addition to classes led by UEA academics, you will have contact with practicing actuaries. You will develop a good understand of the traditional areas in which actuaries work. You will also begin to develop and practice communication skills, particularly those related to future employment. You will be given the opportunity to identify the skills you already have and to consider how you can develop further relevant skills.

Admissions Live Chat

Open Days

Important Information

Whilst the University will make every effort to offer the modules listed, changes may sometimes be made arising from the annual monitoring and review of modules. Where this activity leads to significant change to a programme and modules, the University will endeavour to consult with affected students. The University may not be able to offer a module for reasons outside of its control, such as the illness of a member of staff. Availability of optional modules may be restricted owing to timetabling, lack of demand, or limited places. Where this is the case, you will be asked to make alternative module choices and you will be supported during this process.

Assessment for Year 2

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Compulsory Modules

MATHEMATICAL STATISTICS

Code CMP-5034A

Credits 20

This module introduces the essential concepts of mathematical statistics deriving the necessary distribution theory as required. In consequence in addition to ideas of sampling and central limit theorem, it will cover estimation methods and hypothesis-testing.

FINANCIAL MATHEMATICS

Code CMP-5009A

Credits 20

In taking this module you will build on the fundamentals of compound interest introduced in the first year of the course. You will learn how the key concepts introduced can be used in practical financial applications for actuaries.

DIFFERENTIAL EQUATIONS AND LINEAR ALGEBRA

Code MTHB5008A

Credits 20

This module builds on the mathematical fundamentals introduced in year 1 and covers both Differential Equations and Linear Algebra. You’ll develop the pre-requisite mathematical skills for Actuarial Methods & Models, and Advanced Statistics. In Differential Equations you will develop skills for solving both Ordinary Differential Equations and Partial Differential Equations by a variety of techniques. For Ordinary Differential Equations the methods include series solutions and the method of Frobenius. Fourier series are introduced and utilised when solving Partial Differential Equations by separation of variables. In Linear Algebra you will develop skills in the algebra of matrices, including: Matrix operations, linear equations, determinants, eigenvalues and eigenvectors, diagonalization and geometric aspects.

CONTINGENCIES AND MODELLING

Code CMP-5031Y

Credits 20

You’ll gain a good grounding in the mathematical techniques which can be used to model and value cash flows dependent on death, survival or other uncertain risks. You will study the statistics associated with various life assurance contracts and the calculation of their premiums and reserves. You will also develop further your financial modelling skills by focusing on understanding the importance of an audit trail and including good model documentation.

TIME SERIES

Code CMP-5042B

Credits 10

This module considers both the theory and practice of statistical modelling of time series. Students will be expected to analyse real data using R.

LINEAR REGRESSION USING R

Code CMP-5043B

Credits 10

This is a module designed to give you the opportunity to apply linear regression techniques using R. While no advanced knowledge of probability and statistics is required, we expect you to have some background in probability and statistics before taking this module. The aim is to provide an introduction to R and then provide the specifics in linear regression.

Optional A Modules

(20 credits)

PROGRAMMING FOR NON-SPECIALISTS

Code CMP-5020B

Credits 20

You will be introduced to a number of programming concepts at the start of your programming career, using a modern programming language common to many digital industries, with specific focus on applications within STEM fields. We structure learning through lectures, delivering core materials, and tutor supported exercises to reinforce learning, and to prepare you for programming in your following studies.

FINANCIAL ACCOUNTING FOR ACTUARIES

Code CMP-5040Y

Credits 20

In this module, you'll learn fundamental concepts in corporate finance and financial accounting, including how to value shares and how to construct and analyse financial statements.

FOUNDATIONS OF DATA SCIENCE

Code CMP-5046B

Credits 20

In this module you will study the key concepts, processes, techniques in the data science workflow. There will be coverage of data collection, storage, key statistical and machine learning techniques, and presenting the results of analyses.

Admissions Live Chat

Open Days

Important Information

Assessment for Year 3

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Compulsory Modules

ACTUARIAL METHODS AND MODELS

Code CMP-6041Y

Credits 20

You will gain a further grounding in mathematical and statistical techniques of relevance to financial work including a grounding in stochastic processes and survival models and their applications. You will learn about risk models involving frequency and severity distributions and the concept of ruin. You will also examine the use of Bayesian statistics to derive credibility premiums and gain an introduction into machine learning.

GENERALISED LINEAR MODELS

Code CMP-6046A

Credits 10

This module covers Linear and Generalised Linear models. It covers both the theory and practice of statistical model fitting and students will be expected to analyse real data using R.

STOCHASTIC PROCESSES

Code CMP-6047A

Credits 10

This module covers stochastic processes - including the random walk, Markov chains, Poisson processes, and birth and death processes.

FURTHER CONTINGENCIES

Code CMP-6042B

Credits 20

In taking this module you will further your knowledge of the mathematical techniques which can be used to model and value cash flows dependent on death, survival or other uncertain risks. You will study the statistics associated with various life assurance contracts and the calculation of their premiums and reserves. You will learn how to model/value joint life products and consider the handling of products which involve multiple states/decrements. In addition to this you will learn how insurance companies profit test their products and will gain a greater understanding as to how different factors affect the mortality experience of a life. You will also further develop your financial modelling skills and written communication skills as you will learn about how best to present results of a financial model and will further develop your excel skills by applying this knowledge to model ‘further contingencies’ problems in a spreadsheet environment.

Optional A Modules

(60 credits)

INFORMATION RETRIEVAL

Code CMP-5036A

Credits 20

In this module you will learn about the development of the technologies which are the basis of search on the Web. Search engine development has been driven by large increases in online documents and the need to provide better results. You will learn about a range of techniques for improving search results and how to evaluate their impact.

FINANCIAL ACCOUNTING FOR ACTUARIES

Code CMP-5040Y

Credits 20

In this module, you'll learn fundamental concepts in corporate finance and financial accounting, including how to value shares and how to construct and analyse financial statements.

SYSTEMS ENGINEERING

Code CMP-6003B

Credits 20

This module draws together a wide range of material and considers it in the context of developing modern large-scale computer systems. Topics such as Systems Thinking, Causal Loop Diagrams, Systems Failure, Outsourcing, Quality, Risk Management, Measurement, Project Management, Software Process Improvement, Configuration Management, Maintainability, Testing, and Peopleware are covered in this module. The module is supported by well documented case studies and includes guest speakers from industry.

STATISTICS PROJECT

Code CMP-6028Y

Credits 40

This module will give you experience of independent project work and, via the lecture programme, will provide a primer on the law, ethical and professional behaviour, project management, reporting and other aspects of being a statistician. You will be allocated a supervisor and will be expected to work closely together on a mutually agreed project.

ACTUARIAL SKILLS 2

Code CMP-6029Y

Credits 20

In taking this module you will further develop the employability skills necessary for an Actuarial/financial trainee. You will receive teaching from practicing actuaries, which will focus on preparing you for the real world i.e. with a focus on ‘hot topics’, developing communication and presentation skills and the professional responsibilities of actuaries.

FURTHER FINANCIAL MATHEMATICS

Code CMP-6032B

Credits 20

This is a technical finance module and ideal if you are wishing to pursue a career in the financial sector. The focus will be on derivatives valuation and risk management via the use of derivatives. The unit will be highly analytical, with seminar sessions held in computer labs. Topics covered will include: bonds; futures/ forwards; options; swaps; hedging; VaR; continuous time stochastic processes and calculus; and stochastic models of security prices.

FINANCIAL MARKETS

Code CMP-6035A

Credits 20

This module explores modern portfolio theory and asset pricing, behavioural finance, and the efficient markets hypothesis. You’ll examine modern equilibrium asset pricing models, which in turn build upon the concepts of portfolio theory. You’ll be introduced to the Capital Asset Pricing Model (CAPM) and discuss approximations and extensions, including the Single Index model and various factor models such as the recent Fama-French (2015) 5-factor model. Key concepts will be illustrated through lectures and seminars, using numerous real-world examples.

Admissions Live Chat

Open Days

Important Information

Assessment for Year 4

You’ll be assessed by a combination of:

Examination (approximately 75-80%)
Written assignments, Demonstrations and Presentations (approximately 20-25%)

Compulsory Modules

MMATH PROJECT

Code CMP-7017Y

Credits 40

This module consists of a supervised dissertation on a topic in the general area of probability or statistics. It may involve some computation, this will depend on the topic chosen

DATA MINING

Code CMP-7023B

Credits 20

This module is designed for postgraduate students studying on MSc courses. You will explore the methodologies of Knowledge Discovery and Data Mining (KDD). You will cover each stage of the KDD process, including preliminary data exploration, data cleansing, pre-processing and the various data analysis tasks that fall under the heading of data mining, focusing on clustering, classification and association rule induction. Through this module, you will gain knowledge of algorithms and methods for data analysis, as well as practical experience using leading KDD software packages.

Optional A Modules

(60 credits)

APPLICATIONS PROGRAMMING

Code CMP-7000A

Credits 20

This module aims to establish a clear understanding of Software Development, from the initial application programming through to full development of a software program, including a structured Technical Design Document. You will be introduced to a modern programming language used in many Industries (Python), was well as the standard processes for software design. The module will provide you with the fundamental skills and knowledge for working in a range of computing science industries.

INFORMATION VISUALISATION

Code CMP-7022B

Credits 20

This module is an introduction to information visualisation. You will learn techniques for summarising and presenting a wide range of data. There is a strong emphasis on understanding the appropriate context and use of visualisation techniques. You will also learn about problems and techniques for dealing with large data flows and issues of integrating multiple data sources.

DATABASE MANIPULATION

Code CMP-7025A

Credits 20

This module introduces you to important aspects of databases, database manipulation and database management systems. The module is based on the relational model. You will explore the tools and methods for database design and manipulation as well as the programming of database applications. Part of the practical experience you will gain will be acquired using a modern relational database management system. You will also gain programming experience using SQL, and using a high level programming language to write applications that access the database.

Admissions Live Chat

Open Days

Important Information

Entry Requirements

A Levels

AAA including Mathematics

T Levels

Obtain an overall Pass including an A in the core of the T Level and a Distinction in the Occupational Specialism. Acceptable subject: Science.

BTEC

DDD in IT, Engineering, Science-based or Business, alongside grade A in A-Level Mathematics, excluding BTEC Public Services, Uniformed Services and Business Administration).

Scottish highers

AAAAA (please note this can only be accepted alongside Mathematics Advanced Higher Grade B or A-Level Grade A).

Scottish highers advanced

BBB including Mathematics.

Irish leaving certificate

6 subjects at H2 including Mathematics.

Access course

Pass the Access to HE Diploma with Distinction in 45 credits at Level 3 including 12 credits in Mathematics.

European Baccalaureate

82% overall with 8.5 in Mathematics.

International Baccalaureate

34 including HL6 in Mathematics.

GCSE offer

You are required to have Mathematics and English Language at a minimum of Grade C or Grade 4 or above at GCSE.

Additional entry requirements

We welcome and value a wide range of alternative qualifications. If you have a qualification which is not listed here, please contact us via Admissions Enquiries.

A-Level General Studies and Critical Thinking are not accepted. Where applicable Science A Levels awarded by an English Exam board require a pass in the practical element.

If you do not meet the academic requirements for direct entry, you may be interested in one of our Foundation Year programmes such as BSc Mathematics with a Foundation Year.

Important note

Once enrolled onto your course at UEA, your progression and continuation (which may include your eligibility for study abroad, overseas experience, placement or year in industry opportunities) is contingent on meeting the assessment requirements which are relevant to the course on which you are enrolled.

International Requirements

We accept many international qualifications for entry to this course. View our International Students pages for specific information about your country.

INTO University of East Anglia

If you do not meet the academic and/or English language requirements for direct entry our partner, INTO UEA offers progression on to this undergraduate degree upon successful completion of a preparation programme. Depending on your interests, and your qualifications you can take a variety of routes to this degree:

International Foundation in Mathematics and Actuarial Sciences

International Foundation in Physical Sciences and Engineering

Students for whom english is a foreign language

Applications from students whose first language is not English are welcome. We require evidence of proficiency in English (including writing, speaking, listening and reading):

IELTS: 6.0 overall (minimum 5.5 in all components) for year 1 entry
IELTS: 6.5 overall (minimum 6.0 in all components) for year 2 entry

We also accept a number of other English language tests. Review our English Language Equivalencies for a list of example qualifications that we may accept to meet this requirement.

If you do not yet meet the English language requirements for this course, INTO UEA offer a variety of English language programmes which are designed to help you develop the English skills necessary for successful undergraduate study:

Pre-sessional English at INTO UEA

Academic English at INTO UEA

Interviews

Most applicants will not be called for an interview and a decision will be made via UCAS Track. However, for some applicants an interview will be requested. Where an interview is required the Admissions Service will contact you directly to arrange a time.

Gap year

We welcome applications from students who have already taken or intend to take a gap year. We believe that a year between school and university can be of substantial benefit. You are advised to indicate your reason for wishing to defer entry on your UCAS application.

Intakes

This course is open to UK and International applicants. The annual intake is in September each year.

Admissions Live Chat

UEA Award

Develop your skills, build a strong CV and focus your extra-curricular activities while studying with our employer-valued UEA award.

LEARN MORE >

Scholarships

The UEA Actuarial Science Scholarship is available for 2019 entry for those achieving AAB with A in A level Maths (or equivalent qualifications)

LEARN MORE >

Ask a Student

This is your chance to ask UEA's students about UEA, university life, Norwich and anything else you would like an answer to.

ASK US ON UNIBUDDY >

Course Reference Number: 6775212

MMath ACTUARIAL AND DATA SCIENCE