Royal Holloway, University of London

Course Introduction

You will be studying at a top'ranking languages department with an outstanding research record. In'depth study of French not only enables you to appreciate how and why the present continues to be shaped by the past, but also the intellectual skills of analysis and argument you develop during the course will complement your communicative abilities; in both English and French. The School of Modern Languages offers excellent quality equipment and dedicated language learning facilities. This course will give you the opportunity to enhance your career prospects by advancing your mathematical skills while studying French. We have strong links with major universities in metropolitan France as well as Belgium, Switzerland and La Reunion.

Course Modules

French Year 1: perspectives on modern France (crisis, nation, identity); the visual image in French culture and society; heroes and anti'heroes in their social and cultural context; language, communication and society; landmarks (reading the classics of French literature). Year 2: cinema in France; writing romance and desire; French (the linguist's view); culture and ideology; stage and screen in France. Year 3: advanced French linguistics; Arthurian romance; gender and transgression in early'modern French literature; redefining the erotic in contemporary French literature and film; fictions of history (narrative, film and event in early modern France); image, identity and consumer culture in post'war fiction and film; text and image in France (from cubism to the present); ethics and violence (murder, suicide and genocide in literature and film); the libertines (narratives of experience in early modern France); the passion of place (desire and identity in modern Paris). Mathematics Year 1: from Euclid to Mandelbrot; calculus; number systems; numbers and functions; introduction to applied mathematics; principles of statistics; functions of several variables; matrix algebra. Year 2: vector analysis and fluids; statistical methods; linear algebra and project; primes and factorisation; real analysis; probability; graphs and optimisation; ordinary DEs and Fourier analysis; further linear algebra and modules; complex variable. Year 3: quantum theory 1; interference; time series analysis; mathematics of financial markets; cipher systems; computational number theory's; combinatorics; electromagnetism; mathematics project; further linear algebra and modules; mathematics in the classroom; number theory; non'linear dynamical systems; applied probability; error correcting codes; complexity theory; quantum theory 2; advanced financial mathematics; public key cryptography; applications of field theory.

Duration & Attendance Qualification Tuition fees
4 years
Full Time With Time Abroad
BA (Hons) £13,500  Academic year. First year overseas fees
4 years
Full Time With Time Abroad
BA (Hons) £9,000  Academic year. First year home fees

Qualifications required:

  • GCE A-level ABB-AAB
  • European Baccalaureate 75%
  • International Baccalaureate 32
  • SQA Advanced Higher AB
  • Course specific
  • BTEC Level 3 Subsidiary Diploma D
  • BTEC Level 3 Diploma DD
  • BTEC Level 3 Extended Diploma DDD
  • SQA Higher

Key Course Information

KIS Key Information Set

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93% Overall, I am satisfied with the quality of the course

The course is well organised and is running smoothly 91%
I have been able to access general IT resources when I needed to 96%
The library resources and services are good enough for my needs 85%

£19,000 Average salary 6 months after course has finished

85% Go on to work and/or study

In work 60
Studying 20
Studying and working 5
Unemployed 10
Unknown 5

16% Total study time lectures

Total Written: 37%

Total Coursework: 34%

Total Practical: 28%

£4,300 - £5,700
Typical cost of university accommodation

£4,200 - £5,000
Typical cost of private accommodation