Discrete Mathematics MEng

at University of Warwick

Your first year will establish the foundations of Discrete Mathematics and its applications, covering proof, formal arguments, rigour and calculations, as well as mathematical reasoning, combinatorial analysis and discrete structures.

In your second year, you will develop a rigorous understanding of the subject's theoretical basis, which will prepare you for later specialisation.

In your third year, you will work alongside academics on an individual project as well as focusing on applications of Discrete Mathematics to Computer Science, and completing advanced modules on algorithms and computation.

In your fourth year, you will have the flexibility to choose optional modules, tailoring the degree to your interests.

In each year of their course, students are expected to study a core group of modules and to make up the required normal load for the year by choosing a set of optional modules. There is a choice of optional modules available and there may be requirements to be satisfied by the choices: that a minimum number be chosen from a specific list.

Year One
Programming for Computer Scientists
On this module, whatever your starting point, you will begin your professional understanding of computer programming through problem-solving, and fundamental structured and object-oriented programming. You will learn the Java programming language, through practical work centred on the Warwick Robot Maze environment, which will take you from specification to implementation and testing. Through practical work in object-oriented concepts such as classes, encapsulation, arrays and inheritance, you will end the course knowing how to write programs in Java, and, through your ability to analyse errors and testing procedures, be able to produce well-designed and well-encapsulated and abstracted code.

Design of Information Structures
Following on from Programming for Computer Scientists, on the fundamentals of programming, this module will teach you all about data structures and how to program them. We will look at how we can represent data structures efficiently and how we can apply formal reasoning to them. You will also study algorithms that use data structures. Successful completion will see you able to understand the structures and concepts underpinning object-oriented programming, and able to write programs that operate on large data sets.

Discrete Mathematics and its Applications 1
On this foundation module, you’ll learn the basic language, concepts and methods of discrete mathematics, while developing your appreciation of how these are used in algorithms and data structures. By the end, you should be able to appreciate the role of formal definitions, mathematical proofs and underlying algorithmic thinking in practical problem-solving. You’ll acquire knowledge of logic, sets, relations and functions, and learn summation techniques (manipulations and finite calculus) and concepts including asymptotics and the big-O notation to prepare you for more advanced techniques in computer science.

Discrete Mathematics and its Applications 2
During this module, you will build on your foundations in discrete mathematics through the study of concepts such as discrete probability and number theory; learning how to apply these methods in problem-solving. By the end of your course, you’ll be able to use algebraic techniques (including linear and matrix algebra) to analyse basic discrete structures and algorithms, and understand the importance of asymptotic notation, and be able to use it to analyse asymptotic performance for some basic algorithmic examples. Also, you will study the properties of graphs and related discrete structures, and be able to relate these to practical examples.

Linear Algebra
Linear algebra addresses simultaneous linear equations. You will learn about the properties of vector spaces, linear mappings and their representation by matrices. Applications include solving simultaneous linear equations, properties of vectors and matrices, properties of determinants and ways of calculating them. You will learn to define and calculate eigenvalues and eigenvectors of a linear map or matrix. You will have an understanding of matrices and vector spaces for later modules to build on.

Calculus 1/2
Calculus is the mathematical study of continuous change. In this module there will be considerable emphasis throughout on the need to argue with much greater precision and care than you had to at school. With the support of your fellow students, lecturers and other helpers, you will be encouraged to move on from the situation where the teacher shows you how to solve each kind of problem, to the point where you can develop your own methods for solving problems. By the end of the year you will be able to answer interesting questions like, what do we mean by `infinity’?

Sets and Numbers
It is in its proofs that the strength and richness of mathematics is to be found. University mathematics introduces progressively more abstract ideas and structures, and demands more in the way of proof, until most of your time is occupied with understanding proofs and creating your own. Learning to deal with abstraction and with proofs takes time. This module will bridge the gap between school and university mathematics, taking you from concrete techniques where the emphasis is on calculation, and gradually moving towards abstraction and proof.

Introduction to Probability
This module takes you further in your exploration of probability and random outcomes. Starting with examples of discrete and continuous probability spaces, you will learn methods of counting (inclusion-exclusion formula and multinomial coefficients), and examine theoretical topics including independence of events and conditional probabilities. You will study random variables and their probability distribution functions. Finally, you will study variance and co-variance, including Chebyshev’s and Cauchy-Schwarz inequalities. The module ends with a discussion of the celebrated Central Limit Theorem.

Year Two
Combinatorics
In this module you learn the basics about discrete structures that lie at the heart of many real-world problems. A key notion is that of a graph, which is an abstract mathematical model for a network, such as a street network, a computer network, or a network of friendships. You learn to argue about these structures formally, and to prove interesting theorems about them. This will train your ability to think outside of the box.

Algorithmic Graph Theory
This project-based module will provide you with experience of designing, developing and implementing a significant project, under supervision. From submission of the outline and detailed specification, you will produce regular progress reports, until presenting your final results. This is an excellent opportunity to develop important professional business skills, including independent learning, self-discipline, organisation and time management. Providing you with experience of undertaking a significant individual design and development exercise from conception through to design, implementation and delivery.

Formal Languages
You will gain a fundamental understanding of formal languages and how the Chomsky hierarchy classifies them. You’ll study techniques for exploring the regularity of languages using closure properties and pumping lemmas, whilst also considering automata models, alongside the notion of computability. These concepts are central to computer science, and completion will see you able to specify between, and translate, various forms of formal language descriptions. You’ll learn methods of lexical analysis and parsing, and be able to argue whether a formal language is regular or context free. The teachings will discuss Turing machines and philosophical concepts such as decidability, reducibility and the halting problem.

Algorithms
Data structures and algorithms are fundamental to programming and to understanding computation. On this module, you will be using sophisticated tools to apply algorithmic techniques to computational problems. By the close of the course, you’ll have studied a variety of data structures and will be using them for the design and implementation of algorithms, including testing and proofing, and analysing their efficiency. This is a practical course, so expect to be working on real-life problems using elementary graph, greedy, and divide-and-conquer algorithms, as well as gaining knowledge on dynamic programming and network flows.

Metric Spaces
This module lays the basis for many subsequent mathematically-inclined modules, and it is concerned with fundamental notions of distances, measuring and continuity. Making these foundations into a consistent theoretical framework has kept many great mathematicians busy for many centuries, and in this module you walk in their footsteps.

Year Three
Discrete Mathematics Project
Through this practical module, you’ll gain experience in undertaking a significant individual design and development exercise in discrete mathematics, from conception through to design, implementation and delivery. Starting with the selection of a topic and location of a suitable supervisor, you’ll be responsible for regular progress reports, and a presentation of your final results alongside a detailed written report. In addition to enhancing your technical knowledge, this process will help you develop important skills such as self-discipline, time management, organisation and professional communications.

Complexity of Algorithms
Are you ready for a challenge? In this module, you’ll learn to analyse the intrinsic difficulty of various computational challenges, and to specify variations that may be more tractable. This will require you to learn notions of the complexity of algorithms, and what makes some computational problems harder than others. You’ll undertake a close study of what makes an algorithm efficient, and study various models of computation, in particular, models of classical deterministic and non-deterministic computations.

Approximation and Randomised Algorithms
On this module, you will gain an introductory understanding of approximation and randomised algorithms, which often provide a simple, viable alternative to standard algorithms. You’ll learn the mathematical foundations underpinning the design and analysis of such algorithms. Whilst gaining experience of using suitable mathematical tools to design approximation algorithms and analyse their performance. You’ll also learn techniques for designing faster but weaker algorithms for particular situations, such as large running times. You can expect to cover important concepts, including linearity of expectation, Chernoff bounds, and deterministic and randomised rounding of linear programs.

Combinatorics II
This module expands your knowledge about reasoning and working with discrete structures, and moves you to more advanced topics beyond graphs. In particular, you will learn about partially ordered sets, matroids and set systems. This will enable you to see and appreciate the role of combinatorial reasoning in a broader context of mathematics and computer science.

Year Four
In the fourth year you will select from an extensive range of both Computer Science and Mathematics optional modules, as well as some options from other departments.

Optional modules
Optional modules can vary from year to year. Example optional modules may include:

• Professional Skills
• Functional Programming
• Visualisation
• Computer Security
• Logic and Verification
• Groups and Rings
• Combinatorial Optimisation
• Introduction to Number Theory
• Stochastic Processes
• Introduction to Mathematical Statistics

In the fourth year, the following optional modules may be of interest:

• Advanced Topics in Algorithms and Complexity
• Quantum Computing
• Agent Based Systems
• Algorithmic Game Theory
• Graph Theory
• Advanced Topics in Data Science

The precise modules available to students may depend on module prerequisites (i.e. for some module choices it is necessary for you to have taken a particular module in a previous year).

All applicants, regardless of their visa requirements, are required to show that their ability to understand and express themselves in both written and spoken English is sufficiently high for them to derive full benefit from their degree course. The level of competence required depends on what type of degree you wish to study. Many applicants can demonstrate this through a satisfactory level of achievement in, for example, GCSE English Language or the English courses within the International Baccalaureate.

Applicants whose academic qualifications meet the University’s admissions requirements, but whose English language qualifications are not accepted as equivalent, may be offered a place at Warwick conditional on an acceptable English language qualification being achieved before they join the University. A number of English language tests are accepted; some of the most frequently offered ones are detailed below.

Please note that certain English tests (including IELTS and PTE) must be taken within two years and one month prior to the start of your course at Warwick. Applicants whose tests fall outside this timescale will need to retake a suitable English language test.

Applicants who require a visa to study in the UK may, depending on the circumstances, be asked to provide evidence of a secure English language test (e.g. IELTS for UKVI (Academic)), rather than an examination (such as International Baccalaureate English) due to the visa requirements set by the UK government.

ENGLISH LANGUAGE REQUIREMENTS FOR UNDERGRADUATE STUDENTS (2022 Entry)

If you do not meet the English Language Requirements for your course in full, you may still be eligible for the course on condition of:

• Meeting the English Language Requirements for our Pre-sessional English course, and
• Successfully completing the Pre-sessional English course

 

Qualification	Exam Board / Provider	Band A	Band B	Band C
IELTS Academic Including IELTS Online Note: In order to verify IELTS results, applicants must provide their Test Report Form number to the Undergraduate Admissions team.	British Council/ Cambridge Assessment English	6.0 including minimum 5.5 in each component	6.5 including minimum 6.0 in each component	7.0 including minimum 6.5 in each component
Cambridge English Proficiency C2 Proficiency	Cambridge Assessment English	C with no less than Borderline in any element or 170 overall with no less than 165 in any component	C with no less than Borderline in any element or 180 overall with no less than 170 in any component	C with no less than Borderline in any element or 190 overall with no less than 180 in any component
Cambridge English Advanced C1 Advanced	Cambridge Assessment English	A with no less than Borderline in any element or 170 overall with no less than 165 in any component	A with no less than Borderline in any element or 180 overall with no less than 170 in any component	A with no less than Borderline in any element or 190 overall with no less than 180 in any component
GCSE English Language	Any	4 / C	4 / C	6 / B
IGCSE English as a First Language	Any	C	C	B
O Level English 1119/1125/1123	UCLES/CIE	C	C	B
Indian Class XII	CBSE or CISCE only	75% (first attempt)	80% (first attempt)	85% (first attempt)
HKCEE/HKDSE English Language	HKEAA	4	4	5
International Baccalaureate Higher Level English Language or Literature Note: Standard Level requirements differ according to the IB exam taken	IB	HL 4	HL 4	HL 5
Duolingo English Test Note: In order to verify the Duolingo results online, applicants must nominate the University of Warwick as an institution who can receive their results.	Duolingo	Overall score of 115 with no less than 90 in any component	Overall score of 125 with no less than 90 in any component	Overall score of 135 with no less than 90 in any component
LanguageCert LanguageCert International ESOL SELT C1Link opens in a new window or LanguageCert International ESOL C1 ExpertLink opens in a new window Note: Speaking component and Listening, Reading, Writing component must be taken within a 14-day period	LanguageCert	C1 (Listening, Reading, Writing, Speaking) with 33/50 in each component	C1 (Listening, Reading, Writing, Speaking) with 33/50 in each component	C1 (Listening, Reading, Writing, Speaking) with 33/50 in each component
TOEFL Note: MyBest scores will not be accepted. All components on a single test date must meet the required level.	TOEFL/ETS	213 (Computer) 87 (iBT or iBT Special Home Edition) with minimum of 21 in Listening, 21 in Writing, 22 in Reading and 23 in Speaking	250 (Computer) 92 (iBT or iBT Special Home Edition) with minimum of 21 in Listening, 21 in Writing, 22 in Reading and 23 in Speaking	260 (Computer) 100 (iBT or iBT Special Home Edition) with minimum of 21 in Listening, 21 in Writing, 22 in Reading and 23 in Speaking
Pearson Test of English (PTE) Academic Including PTE Academic Online	Pearson	60 with no less than 59 in any of the Communicative Skills	69 with no less than 59 in any of the Communicative Skills	75 with no less than 59 in any of the Communicative Skills
Trinity ISE II	Trinity	Merit Merit Merit Merit in four components	Distinction Distinction Merit Merit in four components	Not Acceptable
Trinity ISE III	Trinity	Pass Pass Pass Pass in four components	Pass Pass Pass Pass in four components	Distinction Distinction Merit Merit in four components
Trinity ISE IV	Trinity	Pass Pass Pass Pass in four components	Pass Pass Pass Pass in four components	Pass Pass Pass Pass in four components
University of Warwick International Foundation Programme EAP module	University of Warwick	Credit (50%) overall including minimum Pass (40%) in each component	High Credit (60%) overall including minimum Credit (50%) in each component	Distinction (70%) overall including minimum High Credit (60%) in each component

 

Please use the table below to find the relevant band for the course(s) in which you are interested. You can sort the table by clicking on the heading of the column you wish to sort by.

DepartmentSelect to sort (ascending)	CourseSelect to sort (ascending)	UCAS CodeSelect to sort (ascending)	BandSelect to sort (ascending)
Centre for Applied Linguistics	English Language and Linguistics with Intercalated Year (BA)	Q311	Band B
Centre for Applied Linguistics	Language, Culture and Communication with Intercalated Year (BA)	X3Q8	Band B
Centre for Applied Linguistics	Linguistics with Arabic with Intercalated Year (BA)	Q2T6	Band B
Centre for Applied Linguistics	Linguistics with Chinese with Intercalated Year (BA)	Q2T1	Band B
Centre for Applied Linguistics	Linguistics with French with Intercalated Year (BA)	Q2R1	Band B
Centre for Applied Linguistics	Linguistics with German with Intercalated Year (BA)	Q2R2	Band B
Centre for Applied Linguistics	Linguistics with Italian with Intercalated Year (BA)	Q2R3	Band B
Centre for Applied Linguistics	Linguistics with Japanese with Intercalated Year (BA)	Q2T2	Band B
Centre for Applied Linguistics	Linguistics with Russian with Intercalated Year (BA)	Q2R7	Band B
Centre for Applied Linguistics	Linguistics with Spanish with Intercalated Year (BA)	Q2R4	Band B
Centre for Education Studies	Education Studies (BA)	X35B	Band C
Chemistry	Chemistry (BSc)	F100	Band A
Chemistry	Chemistry (MChem)	F105	Band A
Chemistry	Chemistry with International Placement (MChem)	F109	Band A
Chemistry	Chemistry with Industrial Placement (MChem)	F110	Band A
Chemistry	Chemistry with Medicinal Chemistry (BSc)	F121	Band A
Chemistry	Chemistry with Medicinal Chemistry (MChem)	F125	Band A
Classics and Ancient History	Classics (BA)	Q800	Band B
Classics and Ancient History	Classics (Ancient Greek) with Study in Europe (BA)	Q801	Band B
Classics and Ancient History	Classics (Latin) with Study in Europe (BA)	Q802	Band B
Classics and Ancient History	Classical Civilisation (BA)	Q820	Band B
Classics and Ancient History	Classical Civilisation with Study in Europe (BA)	Q821	Band B
Classics and Ancient History	Classics and English (BA)	QQ36	Band B
Classics and Ancient History	Ancient History and Classical Archaeology (BA)	VV14	Band B
Classics and Ancient History	Ancient History and Classical Archaeology with Study in Europe (BA)	VV18	Band B
Computer Science	Computer Science (BSc)	G400	Band A
Computer Science	Computer Science (MEng)	G403	Band A
Computer Science	Discrete Mathematics (BSc)	G190	Band A
Computer Science	Discrete Mathematics (MEng)	G4G3	Band A
Computer Science	Computer Science with Business Studies (BSc)	GN42	Band A
Computer Science	Computer Systems Engineering (BEng)	G406	Band A
Computer Science	Computer Systems Engineering (MEng)	G408	Band A
Creative Arts, Performance and Visual Cultures	Media and Creative Industries (BA)	P301	Band B
Economics	Economics (BSc)	L100	Band C
Economics	Economics and Industrial Organisation (BSc)	L112	Band C
Economics	Economics, Politics and International Studies (BSc/BA)	LLD2	Band C
Philosophy	Philosophy, Politics and Economics (PPE) (BA/BSc)	L0V0	Band C
Philosophy	Economics, Psychology and Philosophy (EPP) (BA/BSc)	L1CA	Band C
Engineering	Engineering (BEng)	H100	Band A
Engineering	Engineering (MEng)	H102	Band A
Engineering	Biomedical Systems Engineering (BEng)	H161	Band A
Engineering	Biomedical Systems Engineering (MEng)	H163	Band A
Engineering	Civil Engineering (BEng)	H200	Band A
Engineering	Civil Engineering (MEng)	H202	Band A
Engineering	Mechanical Engineering (BEng)	H300	Band A
Engineering	Mechanical Engineering (MEng)	H302	Band A
Engineering	Automotive Engineering (BEng)	H330	Band A
Engineering	Automotive Engineering (MEng)	H335	Band A
Engineering	Electronic Engineering (BEng)	H610	Band A
Engineering	Electronic Engineering (MEng)	H612	Band A
Engineering	Electrical and Electronic Engineering (BEng)	H605	Band A
Engineering	Electrical and Electronic Engineering (MEng)	H606	Band A
Engineering	Manufacturing and Mechanical Engineering (MEng)	HH37	Band A
Engineering	Manufacturing and Mechanical Engineering (BEng)	HH73	Band A
Engineering	Engineering Business Management (BEng)	HN12	Band A
Engineering	Systems Engineering (MEng)	HH31	Band A
Engineering	Systems Engineering (BEng)	HH35	Band A
English and Comparative Literary Studies	English Literature (BA)	Q300	Band B
Creative Arts, Performance and Visual Cultures	English Literature and Creative Writing (BA)	QW38	Band B
English and Comparative Literary Studies	English and History (BA)	VQ32	Band B
English and Comparative Literary Studies	English and Theatre Studies (BA)	QW34	Band B
Film and Television Studies	Film and Literature (BA)	QW26	Band B
Film and Television Studies	Film Studies (BA)	W620	Band B
Global Sustainable Development	Global Sustainable Development (BASc)	L8A1	Band C
Global Sustainable Development	Economic Studies and Global Sustainable Development (BASc)	L1L8	Band C
Global Sustainable Development	Education Studies and Global Sustainable Development (BASc)	XL38	Band C
Global Sustainable Development	Global Sustainable Development and Business Studies (BASc)	L8N1	Band C
Global Sustainable Development	Hispanic Studies and Global Sustainable Development (BASc)	R4L8	Band C
Global Sustainable Development	History and Global Sustainable Development (BASc)	V1L8	Band C
Global Sustainable Development	Life Sciences and Global Sustainable Development (BASc)	C1L8	Band C
Global Sustainable Development	Philosophy and Global Sustainable Development (BASc)	V5L8	Band C
Global Sustainable Development	Politics, International Studies and Global Sustainable Development (BASc)	L2L8	Band C
Global Sustainable Development	Psychology and Global Sustainable Development (BASc)	C8L8	Band C
Global Sustainable Development	Sociology and Global Sustainable Development (BASc)	L3L8	Band C
Global Sustainable Development	Theatre and Performance Studies and Global Sustainable Development (BASc)	W4L8	Band C
History	History (BA)	V100	Band B
History	History and Philosophy (BA)	V1V5	Band B
History	History and Politics (BA)	VL12	Band B
History	History and Sociology (BA)	VL13	Band B
Creative Arts, Performance and Visual Cultures	History of Art with Italian (BA)	V3R3	Band B
Creative Arts, Performance and Visual Cultures	History of Art (BA)	V350	Band B
Law	Law with Study Abroad in English (LLB)	M108	Band C
Law	Law with Humanities (BA)	MV21	Band C
Law	Law with Social Sciences (BA)	ML23	Band C
Law	Law (LLB)	M100	Band C
Law	Law (4 Years) (LLB)	M101	Band C
Law	Law with French Law (LLB)	M10A	Band C
Law	Law with German Law (LLB)	M10C	Band C
Law	Law and Sociology (BA)	ML13	Band C
Liberal Arts	Liberal Arts (BA)	LA99	Band B
Life Sciences	Biological Sciences (BSc)	C100	Band A
Life Sciences	Biological Sciences (MBio)	C1A1	Band A
Life Sciences	Biological Sciences with Placement Year (BSc)	C101	Band A
Life Sciences	Biological Sciences with Industrial Placement (MBio)	C1A5	Band A
Life Sciences	Biochemistry (MBio)	C1A2	Band A
Life Sciences	Biochemistry (BSc)	C700	Band A
Life Sciences	Biochemistry with Placement Year (BSc)	C701	Band A
Life Sciences	Biochemistry with Industrial Placement (MBio)	C1A6	Band A
Life Sciences	Biomedical Science (MBio)	C1A3	Band A
Life Sciences	Biomedical Science (BSc)	B900	Band A
Life Sciences	Biomedical Science with Placement Year (BSc)	CB19	Band A
Life Sciences	Biomedical Science with Industrial Placement (MBio)	C1A7	Band A
Life Sciences	Neuroscience (BSc)	B140	Band A
Life Sciences	Neuroscience with Placement Year (BSc)	B141	Band A
Life Sciences	Neuroscience (MBio)	B142	Band A
Life Sciences	Neuroscience with Industrial Placement (MBio)	B143	Band A
Mathematics	Mathematics (BSc)	G100	Band A
Mathematics	Mathematics (MMath)	G103	Band A
Philosophy	Mathematics and Philosophy (BA/BSc)	GV15	Band A
Modern Languages and Cultures	English and French (BA)	QR31	Band B
Modern Languages and Cultures	English and German (BA)	QR32	Band B
Modern Languages and Cultures	English and Italian (BA)	QR33	Band B
Modern Languages and Cultures	English and Hispanic Studies (BA)	QR34	Band B
Modern Languages and Cultures	French Studies (BA)	R120	Band B
Modern Languages and Cultures	French and Economics (BA)	R1L1	Band C
Modern Languages and Cultures	French and German (BA)	RR12	Band B
Modern Languages and Cultures	French and History (BA)	RV11	Band B
Modern Languages and Cultures	French and Italian (BA)	RR13	Band B
Modern Languages and Cultures	French and Linguistics (BA)	R1Q1	Band B
Modern Languages and Cultures	French and Theatre Studies (BA)	R1WB	Band B
Modern Languages and Cultures	French with Film Studies (BA)	R1W6	Band B
Modern Languages and Cultures	German Studies (BA)	R220	Band B
Modern Languages and Cultures	German and Business Studies (BA)	RN21	Band C
Modern Languages and Cultures	German and Economics (BA)	R2L1	Band C
Modern Languages and Cultures	German and History (BA)	RV21	Band B
Modern Languages and Cultures	German and Italian (BA)	RR23	Band B
Modern Languages and Cultures	German and Linguistics (BA)	R2Q1	Band B
Modern Languages and Cultures	German and Theatre Studies (BA)	RW24	Band B
Modern Languages and Cultures	German with Film Studies (BA)	R2P3	Band B
Modern Languages and Cultures	History and Italian (BA)	VR13	Band B
Modern Languages and Cultures	Italian Studies (BA)	R300	Band B
Modern Languages and Cultures	Italian and Classics (BA)	RQ38	Band B
Modern Languages and Cultures	Italian and Economics (BA)	R3L2	Band C
Modern Languages and Cultures	Italian and History of Art (BA)	RV33	Band B
Modern Languages and Cultures	Italian and Linguistics (BA)	R3Q1	Band B
Modern Languages and Cultures	Italian and Theatre Studies (BA)	R3WA	Band B
Modern Languages and Cultures	Italian with Film Studies (BA)	R3W6	Band B
Modern Languages and Cultures	Hispanic Studies (BA)	R400	Band B
Modern Languages and Cultures	Hispanic Studies and Economics (BA)	R4L1	Band C
Modern Languages and Cultures	Hispanic Studies and French (BA)	RR41	Band B
Modern Languages and Cultures	Hispanic Studies and German (BA)	RR42	Band B
Modern Languages and Cultures	Hispanic Studies and History (BA)	R4V1	Band B
Modern Languages and Cultures	Hispanic Studies and Italian (BA)	RR43	Band B
Modern Languages and Cultures	Hispanic Studies and Theatre Studies (BA)	R4W4	Band B
Modern Languages and Cultures	Hispanic Studies with Film Studies (BA)	RP43	Band B
Modern Languages and Cultures	Modern Languages (BA)	8R73	Band B
Modern Languages and Cultures	Modern Languages and Economics (BA)	R9L1	Band C
Modern Languages and Cultures	Modern Languages and Linguistics (BA)	R9Q1	Band B
Modern Languages and Cultures	Modern Languages with Linguistics (BA)	R9Q2	Band B
Philosophy	Philosophy and Literature (BA)	VQ52	Band B
Philosophy	Philosophy, Literature and Classics (BA)	VQ58	Band B
Philosophy	Philosophy with Psychology (BA)	V5C8	Band B
Philosophy	Philosophy (BA)	V500	Band B
Philosophy	Politics, Philosophy and Law (PPL) (BA)	V7MW	Band C
Physics	Physics (BSc)	F300	Band A
Physics	Physics (MPhys)	F303	Band A
Physics	Physics with Astrophysics (BSc)	F3F5	Band A
Physics	Physics with Astrophysics (MPhys)	F3FA	Band A
Physics	Mathematics and Physics (BSc)	GF13	Band A
Physics	Mathematics and Physics (MMathPhys)	FG31	Band A
Physics	Physics with Business Studies (BSc)	FN31	Band A
Politics	Politics (BA)	L200	Band C
Politics	Politics and International Studies (BA)	L260	Band C
Politics	Politics and International Studies with Chinese (BA)	M168	Band C
Politics	Politics, International Studies and French (BA)	M163	Band C
Politics	Politics, International Studies and German (BA)	M164	Band C
Politics	Politics, International Studies and Italian (BA)	M165	Band C
Politics	Politics, International Studies and Hispanic Studies (BA)	M166	Band C
Politics	Politics and Sociology (BA)	LL23	Band C
Psychology	Psychology (BSc)	C800	Band B
Psychology	Psychology with Education Studies (BSc)	C804	Band B
Psychology	Psychology with Linguistics (BSc)	C802	Band B
Sociology	Sociology (BA)	L300	Band C
Sociology	Sociology and Criminology (BA)	L314	Band C
Statistics	Mathematics and Statistics (MMathStat)	GGC3	Band B
Statistics	Mathematics and Statistics (BSc)	GG13	Band B
Statistics	Mathematics, Operational Research, Statistics, and Economics (MMORSE)	G0L0	Band B
Statistics	Mathematics, Operational Research, Statistics, Economics (MORSE) (BSc)	GLN0	Band B
Statistics	Data Science (BSc)	7G73	Band B
Statistics	Data Science (MSci)	G304	Band B
Creative Arts, Performance and Visual Cultures	Theatre and Performance Studies (BA)	W440	Band B
Warwick Business School	Management (BSc)	N200	Band C
Warwick Business School	Management with Placement Year (BSc)	N20Y	Band C
Warwick Business School	Management (with Foundation Year) (BSc)	N20A	Band C
Warwick Business School	Management (with Foundation Year) with Placement Year (BSc)	N20J	Band C
Warwick Business School	International Management (BSc)	N290	Band C
Warwick Business School	Accounting and Finance (BSc)	NN34	Band C
Warwick Business School	Accounting and Finance with Placement Year (BSc)	N40Y	Band C
Warwick Business School	Accounting and Finance (with Foundation Year) with Placement Year (BSc)	N4N4	Band C
Warwick Business School	Accounting and Finance (with Foundation Year) (BSc)	N40J	Band C
Warwick Manufacturing Group	Cyber Security (BSc)	H651	Band B
Warwick Manufacturing Group	Digital Healthcare Science (BSc)	I511	Band A
Warwick Medical School	Integrated Science (MSci)	CF10	Band A
Warwick Medical School	Health and Medical Sciences (BSc)	B990	Band B

If you are an overseas or EU student enrolling in 2022, your annual tuition fees will be as follows:

• Band 1 – £22,280 per year (classroom-based courses, including Humanities and most Social Science courses)
• Band 2 – £28,410 per year (laboratory-based courses, plus Theatre and Performance Studies, Economics, and courses provided by Warwick Business School, with exceptions)

Fees for 2023 entry have not been set. We will publish updated information here as soon as it becomes available, so please check back for updates about 2023 fee rates before you apply.

Warwick Undergraduate Global Excellence Scholarship 2022

We believe there should be no barrier to talent. That's why we are committed to offering a scholarship that makes it easier for gifted, ambitious international learners to pursue their academic interests at one of the UK's most prestigious universities. This new scheme will offer international fee-paying students 250 tuition fee discounts ranging from full fees to awards of £13,000 to £2,000 for the full duration of your Undergraduate degree course.

Graduates from the Department of Computer Science in the past have entered careers in these industries and companies:

Automobiles and Aviation

• British Airways
• Ford Motor Company
• Jaguar Land Rover

Computer Security

• BAE
• GCHQ

Computer Systems

• ARM
• Citrix
• IBM

Consulting:

• Accenture
• Deloitte
• EY
• KPMG

Consumer goods

• M&S
• Tesco
• Unilever

Finance

• Barclays
• Bloomberg
• Goldman Sachs
• JPMorgan
• Morgan Stanley

Research

• CERN
• Mintel
• The University of Warwick

Software Development

• Apple
• Amazon
• D.E.Shaw
• Microsoft
• Google
• Sega

They have pursued roles such as:

• Software engineer
• Systems analyst
• Investment analyst
• Web designer/developer
• Business analyst
• Actuary
• Economist and statistician
• Computer science researcher
• University academic
• Teacher
• Entrepreneur
• Start-up owner