History of Mathematics
MODULE CODE
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Module Aims
Aim 1
This module aims to explore the historical development of mathematical topics and ideas together with the contributions made by various cultures and individuals towards this development.In addition, the module aims to raise students’ awareness of academic writing skills in the UK at Higher Education level and give them the necessary tools to be able to plan, draft and write a coherent and well researched academic essay.
Module Content
History of Mathematics: The module will include topics from ancient, medieval and early modern mathematics. Some typical topics that may be covered are:
• Pre-Greek Mathematics
• Greek Mathematics (Notion of proof, classical problems of antiquity)
• Mathematics of Hindus and Arabs
• Renaissance Mathematics
• Astronomy (heliocentric systems)
• Algebra, Geometry and Probability in the 17th Century
• The development of Calculus
Academic Research and Writing Skills:
• Finding and evaluating information.
• Academic Writing.
• Oral presentation skills
• Teamwork
Learning Outcomes
On successful completion of this module, a student will be able to:
Teaching Methods
The aim of this module is to present the historical evolution of mathematics through the centuries, starting from Egyptian and Babylonian mathematics until the 17th century with the development of Calculus.
One of the main objectives of this module is to enrich students’ academic writing skills and equip them with the necessary tools in order to be able to plan, draft, write and present a coherent and well researched academic topic.
For the successful completion of this module, students should keep a portfolio with the solutions of exercises related to the material covered (tutorial sheets will be given every one or two weeks), provide a written report on a topic relevant to the scope of this module (not necessarily a topic that has already been discussed during the sessions of this module) and finally students need to work in groups to prepare a 15 minute presentation on a topic of their interest related to the history of mathematics.
Lectures will be used to introduce concepts, methods and to present examples. Tutorial classes will be used to develop skills in problem solving and group-work.
Assessment Methods
The module is assessed through a Portfolio of set exercises and a History of Mathematics Project (written report and viva).