Summary

80 modules found
  1. ID2003 - Science Methods

    This module provides an overview of the rationale, methods, history and philosophy of science. We explore the different definitions of science, the distinction between science and …

  2. ID2005 - Scientific Thinking

    This module provides an overview of the rationale, methods, history and philosophy of science and is a more detailed, 15-credit version of ID2003. We explore the different…

  3. MT1001 - Introductory Mathematics

    This module is designed to give students a secure base in elementary calculus to allow them to tackle the mathematics needed in other sciences. Students wishing to do more…

  4. MT1002 - Mathematics

    This module is designed to introduce students to the ideas, methods and techniques which they will need for applying mathematics in the physical sciences or for taking the study…

  5. MT1002 - Mathematics

    This module is designed to introduce students to the ideas, methods and techniques which they will need for applying mathematics in the physical sciences or for taking the study…

  6. MT1003 - Pure and Applied Mathematics

    This module aims to provide students with experience of both pure and applied mathematics, and the role that mathematical computing plays in both subjects. Exposure to new topics…

  7. MT1007 - Statistics in Practice

    This module provides an introduction to statistical reasoning, elementary but powerful statistical methodologies, and real world applications of statistics. Case studies based on…

  8. MT2501 - Linear Mathematics

    This module extends the knowledge and skills that students have gained concerning matrices and systems of linear equations. It introduces the basic theory of vector spaces, linear …

  9. MT2501 - Linear Mathematics

    This module extends the knowledge and skills that students have gained concerning matrices and systems of linear equations. It introduces the basic theory of vector spaces, linear …

  10. MT2502 - Analysis

    The main purpose of this module is to introduce the key concepts of real analysis: limit, continuity and differentiation. Emphasis will be placed on the rigorous development of…