Faculty | Sciences |
School | Mathematics |
Qualification Awarded | Πτυχίο Μαθηματικών (Ptychio Mathimatikon) (Degree in Mathematics) |
Programme of Study | UPS of School of Mathematics (2014-today) |
Cycle / Level | 1st / Undergraduate |
Academic Year | 2024 - 2025 |
Status | Active |
Website | http://www.math.auth.gr |
Contact email | info@math.auth.gr |
Calendar | URL |
ECTS / Workload | One ECTS unit corresponds to 30 hours of workload. |
Code | Title | ECTS | Type |
---|---|---|---|
0102Α | Introduction to Algebra | 6 | COR |
0110 | ELEMENTS OF LINEAR ALGEBRA | 6 | COR |
0201 | Calculus I | 7 | COR |
0430Α | Introduction to Computer Programming | 6 | COR |
Code | Title | ECTS | Type |
---|---|---|---|
0108Α | Linear Algebra | 6.5 | COR |
0202Α | Calculus II | 6.5 | COR |
0305 | ELEMENTS OF ANALYTIC GEOMETRY | 6 | COR |
0401 | Theoretical Informatics I | 5.5 | COR |
0430Α | Introduction to Computer Programming (repeating) | 6 | COR |
0501 | Mathematical Programming | 5.5 | COR |
Code | Title | ECTS | Type |
---|---|---|---|
0106Α | Algebraic Structures I | 6 | COR |
0502Α | Probability Theory I | 6 | COR |
Code | Title | ECTS | Type |
---|---|---|---|
0205Α | Calculus IV | 6 | COR |
0505Α | Probability Theory II | 6 | COR |
0508 | STOCHASTIC PROCESSES | 6 | COR |
ER005 | ERASMUS 5 | 6 | ΕΧ |
ER006 | ERASMUS 6 | 5 | ΕΧ |
ER007 | ERASMUS 7 | 6 | ΕΧ |
Code | Title | ECTS | Type |
---|---|---|---|
0207 | Introduction to Real Analysis | 5.5 | COR |
0303Α | Classical Differential Geometry I | 6.5 | COR |
0402 | Numerical Analysis | 5.5 | COR |
0503 | Statistics | 7 | COR |
0506 | Stochastic Strategies | 5.5 | COR |
ER001 | ERASMUS 1 | 3 | ΕΧ |
ER003 | ERASMUS 3 | 3 | ΕΧ |
ΜΑΤ003 | Course from another Department | 5 | ELC |
Code | Title | ECTS | Type |
---|---|---|---|
0208Α | Complex Analysis | 6 | COR |
0506 | Stochastic Strategies (repeating) | 5.5 | COR |
ER002 | ERASMUS 2 | 3 | ΕΧ |
ER003 | ERASMUS 3 (repeating) | 3 | ΕΧ |
ΜΑΤ003 | Course from another Department (repeating) | 5 | ELC |
Code | Title | ECTS | Type |
---|---|---|---|
ΜΑΤ002 | Course from another Department | 5 | ELC |