• Swansea University Featured Masters Courses
  • University of Edinburgh Featured Masters Courses
  • Leeds Beckett University Featured Masters Courses
  • Xi’an Jiaotong-Liverpool University Featured Masters Courses
  • Imperial College London Featured Masters Courses
  • University of Derby Featured Masters Courses
  • Regent’s University London Featured Masters Courses
  • Jacobs University Bremen gGmbH Featured Masters Courses
Queen’s University Belfast Featured Masters Courses
University of Birmingham Featured Masters Courses
University of Kent Featured Masters Courses
University of Kent Featured Masters Courses
Aberdeen University Featured Masters Courses

Teaching Mathematics in the 3rd Cycle of Basic Education and Secondary Education

About This Masters Degree

Course Description

Mathematics is a full part of the World´s cultural heritage to which everyone should have access. Mathematical education is essential towards a proper individual formation, of utter importance towards the exercise of plain citizenship. The main goal of this cycle of studies is to train future professionals of mathematical teaching that are able to create on their students the sort mental attitude that:
1. Stimulates creativity and critical judgment which constitute the driving force towards the development of independent work and the production of new knowledge.
2. Contributes to the development of the capacity to elaborate deductively based arguments.
3. Contributes to the capacity to establish analogy based and inductive reasoning based conjectures.

Entry Requirements

The following may apply for the Master's Degree: a) People who hold a B.A. or equivalent degree; b) People who hold a foreign academic degree awarded after a 1st study cycle organized according to the Bologna Process by a member state of that process; c) People who hold a foreign academic degree acknowledged as a degree satisfying the objectives of the graduate degree by the due body; d) People who have a school, scientific or professional curriculum acknowledged by the due body of ULHT certifying the capacity to obtain this study cycle.

Share this page:

Cookie Policy    X