B.Sc. Mathematics

University of Manchester
En Manchester (Inglaterra)

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Información importante

  • Bachelor's degree
  • Manchester (Inglaterra)

Mathematics [BSc] - This very flexible single-honours degree programme offers you the widest choice of options, ideal if you are mathematically gifted and wish to keep your options open. You get good all-round mathematical knowledge together with the ability to experience more specialised results, methods and ideas. You can choose courses from other disciplines and from a wide variety of mathematics options, allowing you to graduate with finely-honed skills in your chosen areas. A core of basic mathematics provides you with the fundamental mathematical knowledge and skills, and the basis for more advanced work later on. This core material is covered in the first three semesters, up to the mid-point of your second year.

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Requisitos: English Language Requirements IELTS Take IELTS test 6 IMPORTANT NOTE: The UK government confirmed new requirements for secure English language testing for visa and immigration purposes. Learn more

Instalaciones y fechas

Dónde se imparte y en qué fechas

Inicio Ubicación
01 septiembre 2016
Oxford Road, M13 9PL, Greater Manchester, Inglaterra
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¿Qué aprendes en este curso?

GCSE Mathematics
Skills and Training


Course Content
  • Mathematical Workshop
  • Sets, Numbers and Functions A
  • Calculus and Vectors A
  • Probability 1
  • Linear Algebra A
  • Calculus and Applications A
  • Sequences and Series
  • Introduction to Statistics
  • Career Management Skills for Mathematics Students
  • Real and Complex Analysis
  • Algebraic Structures 1
  • Partial Differential Equations and Vector Calculus A
  • Probability 2
  • An Introduction to Current Topics in Biology
  • Fundamentals of Finance
  • Fundamentals of Financial Reporting B
  • Fundamentals of Management Accounting
  • Microeconomic Principles
  • Foundations of Finance A
  • Foundations of Finance A
  • Quantum Computing
  • Double Project
  • Mathematics Education
  • Project (Semester One)
  • Project (Semester 2)
  • Linear Analysis
  • Fourier Analysis and Lebesgue Integration
  • Analytic Number Theory