Applied Mathematics I

 Title ΕΦΑΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ Ι / Applied Mathematics I Code ΜΑΥ202 Faculty Sciences School Physics Cycle / Level 1st / Undergraduate Teaching Period Winter Coordinator Efthymia Meletlidou Common No Status Active Course ID 40002844

Programme of Study: UPS of School of Physics (2012-today)

Registered students: 407
OrientationAttendance TypeSemesterYearECTS
CoreCompulsory Course116

 Academic Year 2016 – 2017 Class Period Winter Faculty Instructors Theodoros Gaitanos 52hrs Charikleia Meleti 52hrs Efthymia Meletlidou 52hrs Weekly Hours 4 Total Hours 156 Class ID 600036446

Class Schedule

 Building Φυσικομαθηματική (Δ) Floor Υπόγειο 1 Hall ΑΙΘΟΥΣΑ Α11 (186) Calendar Δευτέρα 09:00 έως 11:00 Building Φυσικομαθηματική (Δ) Floor Όροφος 1 Hall ΑΜΦΙΘΕΑΤΡΟ Α31 "ΟΙΚΟΝΟΜΟΥ" (195) Calendar Τρίτη 09:00 έως 11:00 Building Φυσικομαθηματική (Δ) Floor Ισόγειο Hall ΑΙΘΟΥΣΑ Α21 (192) Calendar Τρίτη 17:00 έως 19:00 Building Φυσικομαθηματική (Δ) Floor Ισόγειο Hall ΑΙΘΟΥΣΑ Α21 (192) Calendar Τετάρτη 11:00 έως 13:00 Building Φυσικομαθηματική (Δ) Floor Υπόγειο 1 Hall ΑΙΘΟΥΣΑ Α12 (188) Calendar Πέμπτη 11:00 έως 13:00 Building Φυσικομαθηματική (Δ) Floor Ισόγειο Hall ΑΙΘΟΥΣΑ Α21 (192) Calendar Πέμπτη 13:00 έως 15:00
Course Type 2016-2020
• Background
Course Type 2011-2015
General Foundation
Mode of Delivery
• Face to face
Digital Course Content
Language of Instruction
• Greek (Instruction, Examination)
Prerequisites
General Prerequisites
Basic knowledge of high school
Learning Outcomes
After the successful examination of the course the students will have the basic knowledge on linear algebra of vector spaces and matrices, matrix diagonalization and linear systems, as well as analytic geometry.
General Competences
• Apply knowledge in practice
• Work in teams
Course Content (Syllabus)
Vector spaces and vector calculus - inner products, cross products, mixed products, linear independence and basis. Linear transformations - polar and spherical coordinates. Matrices and matrix calculus - determinants - eigenvectors, eigenvalues and diagonalization. Linear Systems of equations - homogeneous and inhomogeneous systems. Analytic geometry.
Keywords
Vector Spaces, vectors, matrices, determinants, linear systems of equations, eigenvalue equations
Educational Material Types
• Book
Course Organization
ActivitiesWorkloadECTSIndividualTeamworkErasmus
Lectures1173.9
Tutorial391.3
Exams30.1
Other / Others210.7
Total1806
Student Assessment
Description
Written examinations.
Student Assessment methods
• Written Exam with Problem Solving (Summative)
Bibliography
Course Bibliography (Eudoxus)
Στοιχεία Διανυσματικού Λογισμού, Γραμμικής Άλγεβρας και Αναλυτικής Γεωμετρίας, Δ.Β. Παπαδόπουλος, Ι.Ε. Πασχάλης, Χ.Κ. Μουστακίδης.
Last Update
06-07-2016