Harness the power of logic Harness the power of logic and reasoning to solve complex real-world analytical, technological, and scientific challenges. Mathematics underpins much of the modern world. It’s behind the most advanced scientific and technological developments. It explains the phenomena in your everyday life: the acceleration you feel in a car, how much interest you’re gaining in your bank account, the way characters interact in video games. Solving the problems of the 21st century alongside other intellectually curious students, you’ll be able to tailor your degree to your interests and career aspirations as you choose from a variety of modules. ### Create an impression Taught in our recently renovated £18-million building with state-of-the-art facilities, you’ll be inspired by a large team of expert academics. Learn from their years of experience in industry and hear about their cutting-edge research, including how Mathematics helped save thousands of lives in Sub-Saharan Africa. Outside the lecture theatre, you can experience events led by our award-winning Mathematics Society. Or perhaps you’ll discover new ways of thinking from experts in one of our four research groups, including algebra and number theory, statistics with data science, and more. Make your mark after graduating by fuelling future developments in research, or work in finance, data, engineering or artificial intelligence, for prestigious organisations such as Dyson, JP Morgan and the Financial Conduct Authority.
A Level: ABB | To include A level Mathematics grade A. Excluded subject - General Studies and Critical Thinking Please note: You will also be excepted to achieve a Pass grade in the practical endorsement for any of the following A levels - Biology, Chemistry, Physics - if taken with one of the Awarding Bodies in England. | Access to HE Diploma: 18 UCAS points | Access to HE Diploma | Access to HE Diploma: 27 UCAS points | We consider applications from students with the Access to Higher Education Diploma in a Physics or Mathematics based discipline. The minimum academic requirement is to achieve 60 credits overall, with 45 credits at Level 3, of which 18 credits must be at Distinction and 27 credits at Merit or higher. Applications are considered on a case by case basis. Due to the high volume of applications, we do not make offers of study purely on the basis of meeting grade requirements. Please note, the minimum academic requirement for G102, G1G3 and GN1H will be slightly higher. | GCSE/National 4/National 5 Both GCSE English and Maths at grade C or 4 or an acceptable equivalent will be required. | International Baccalaureate Diploma Programme: 32 UCAS points | 6,5,5 in HL subjects, to include Mathematics at HL. | Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016) | Queen Mary University of London welcomes applications from students currently studying Level 3 BTEC qualifications and will consider you for entry to the majority of our undergraduate courses. The typical entry requirements will vary according to the course you are applying for. Some of our courses require specific subject knowledge which you may not be able to cover as part of a Level 3 BTEC qualification and we may therefore require additional Level 3 qualifications to ensure that you are suitably prepared for relevant courses. A small number of our courses do not accept BTEC qualifications for entry, either as a standalone qualification, or in combination with other qualifications at Level 3. Information on our typical entry requirements and guidance for applying can be found at http://www.qmul.ac.uk/undergraduate/entry/btec/ If you are at all unsure about the acceptability of your BTEC qualification for entry, please contact the Admissions team for individual advice (admissions@qmul.ac.uk).
YEAR 1 Semester A Four compulsory modules: Programming in Python I Numbers, Sets and Functions Introduction to Analysis with Calculus Probability & Statistics Semester B Four compulsory modules: Introduction to Algebra Vectors and Matrices Introduction to Analysis with Calculus (continued) Probability & Statistics (continued) Please note that all modules are subject to change.
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