Real Analysis

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Course Code: 
Course Credit Units: 
Semester 1
Year of Study: 
Year 2
Undergraduate or Graduate Level: 
Undergraduate Level
Course Discipline: 
Course Description & Objectives: 

This course consists of understanding and constructing definitions, theorems, propositions, lemmas, etcetera and proofs of fundamental ideas/statements in Calculus. It is considered one of the more demanding undergraduate Mathematics courses, but one that every Mathematician should do. The key words in the course are ‘rigor’ and ‘proof.

Learning Outcomes: 

This course is intended 

  • To impart competence in making rigorous proofs of statements in Mathematics
  • To provide a rigorous development of the fundamental ideas of Calculus
  • To develop the student’s ability to handle abstract ideas of Mathematics and Mathematical proofs


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