Mathematics

Program Overview

This Mathematics Graduate Certificate and Diploma program provides a solid foundation in core mathematics, preparing students for further postgraduate study or careers in fields like finance, IT, and teaching. It offers flexible study options, allowing students to choose modules based on their interests and career goals. The program emphasizes rigorous mathematical arguments and key concepts, equipping students with problem-solving and critical thinking skills.

Program Outline

Degree Overview:

Program Title:

Mathematics (Graduate Certificate, Graduate Diploma)

Overview:

• This program provides an opportunity to refresh and extend your skills and background knowledge in mathematics.
• It is designed for students with mathematical ability and a first degree in a quantitative subject.
• It is suitable for those looking to progress to further postgraduate study, have specific interests in mathematics, or simply complement their previous mathematical education.
• The program focuses on understanding and applying core mathematics results from areas such as algebra, calculus and analysis.
• It emphasizes the importance of rigorous mathematical arguments and teaches key mathematical concepts that are the basis of postgraduate study in mathematics.
• The program is designed to be flexible, allowing students to choose modules from the BSc Mathematics program based on their interests and experience.
• Each student will meet with the course director before the start of the academic year to decide on a suitable course of study.

Objectives:

• To provide students with a strong foundation in core mathematics.
• To prepare students for further postgraduate study in mathematics or related fields.
• To help students develop their problem-solving and critical thinking skills.

Outline:

Program Structure:

• The program is made up of modules chosen from the BSc Mathematics program.
• Each module is worth either 30 or 60 credits.
• Students must complete modules worth a total of 60 credits for the Graduate Certificate and 120 credits for the Graduate Diploma.
• The Graduate Certificate can be completed in one year of part-time study, while the Graduate Diploma can be completed in one year of full-time study or two years of part-time study.
• Classes are typically held in the evenings for part-time students (6pm to 9pm) and during the day for full-time students.
• Timetables are usually available from September onwards and can be accessed online.

Individual Modules:

• The specific modules offered will vary from year to year.
• Some example modules include:
• Abstract Algebra 1
• Abstract Algebra 2
• Advanced Calculus
• Real Analysis
• Advanced Mathematical Methods
• Algebra and Analysis
• Calculus 3: Transforms & Models
• Finite Mathematics
• Statistics: Theory and Practice

Assessment:

Assessment Methods:

• Assessment is an integral part of the program and typically consists of a combination of coursework and exams.
• The specific assessment methods for each module will be outlined in the module description.
• Some examples of assessment methods include:
• Take-home exercise sets
• Online quizzes
• Short problem-based assignments
• Daytime examinations

Assessment Criteria:

• Assessment criteria will vary depending on the specific assessment method.
• However, all assessments will be marked against a set of criteria that are designed to ensure that students are meeting the learning outcomes of the program.

Teaching:

Teaching Methods:

• The program uses a variety of teaching methods, including:
• Lectures
• Seminars
• Workshops
• Practical classes
• Online learning

Faculty:

• The program is taught by a team of experienced and qualified mathematicians.
• The faculty members are actively involved in research and are committed to providing students with a high-quality learning experience.

Careers:

Career Paths:

• Graduates of the program can pursue career paths in a variety of fields, including:
• Financial sector
• Actuarial profession
• IT and computing
• Teaching and academia
• Possible professions include:
• Actuary
• Statistician
• Chartered accountant
• Corporate investment banker
• Investment analyst
• Quantity surveyor

Career Support:

• The program is designed to be as flexible as possible to meet the needs of individual students.
• Students can choose to study on campus or online, and they can choose the modules that are most relevant to their interests and career goals.
• The program is fully approved by the University of London.
• Copies of the recommended texts for each module will be available in the Birkbeck Library.
• The library also provides excellent facilities for private study, several computer workstation rooms, and a range of electronic resources, including electronic textbooks and journal access.
• Entry requirements: A second-class honours degree (2:2 or above) in a quantitative discipline, such as science or economics, or a joint degree containing some mathematics.
• Fees:
• Graduate Certificate: £3,800 per year for part-time home students, £6,610 per year for part-time international students
• Graduate Diploma: £7,600 per year for full-time home students, £13,220 per year for full-time international students

Academic year 2024–25, starting January 2025 Part-time home students: £3,800 per year Part-time international students: £6,610 per year Academic year 2024–25, starting October 2024 Part-time home students: £3,800 per year Part-time international students: £6,610 per year Academic year 2024–25, starting October 2024 Part-time home students: £3,800 per year Full-time home students: £7,600 per year Part-time international students: £6,610 per year Full-time international students: £13,220 per year