 Εκτύπωση
 Κλείσιμο
|
Course Details
| 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 Pavlos Evangelides |
| 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: |
|
| Assessment: | Mid Exam (40%), Final Exam (60%) |
| Language of Instruction: | Greek |
| Delivery Mode: | Face-To-Face |
| Work Placement(s): | Not Applicable |