Course Department: |
Department of Mathematics and Statistics |
Course Code: |
MAS 029 |
Course Title: |
Elements of Linear Algebra |
Number of ECTS: |
5 |
Level of Course: |
1st Cycle (Bachelor's Degree)  |
Year of Study (if applicable): |
1  |
Semester/Trimester when the Course Unit is Delivered: |
Spring Semester 
|
Name of Lecturer(s): |
Christos - Raent Onti Evis Ieronymou   |
Lectures/Week: |
2 (1.5 hours per lecture)  |
Laboratories/week: |
--  |
Tutorials/Week: |
1 (1 hours per lecture)  |
Course Purpose and Objectives: |
Introduction to the basic principles of Linear Algebra. Linear spaces, linear independency, base, dimension, inner product spaces. Linear systems of equations, matrices determinants, eigenvalues, eigenvectors. Gram-Schmidt normalisation. Introduction to Analytic Geometry.
  |
Learning Outcomes: |
The students get familiar with basic principles of Linear Algebra.
  |
Prerequisites: |
Not Applicable  |
Co-requisites: |
Not Applicable  |
Course Content: |
Linear spaces, linear independency, base, dimension, inner product spaces. Linear systems of equations, matrices, determinants, eigenvalues, eigenvectors. Gram-Schmidt normalisation. Introduction to Analytic Geometry
  |
Teaching Methodology: |
Lectures and tutorials
  |
Bibliography: |
- Γ. Γεωργίου, Γραμμική Άλγεβρα, Καντζιηλάρης, Λευκωσία (1998).
- Χ. Σοφοκλέους, Στοιχεία Γραμμικής Άλγεβρας
  |
Assessment: |
Mid Exam (40%), Final Exam (60%)  |
Language of Instruction: |
Greek
|
Delivery Mode: |
Face-To-Face  |
Work Placement(s): |
Not Applicable  |