Undergraduate Studies

 

Regulations of Studies (Greek), Courses offered - ERASMUS+,
 

 

The courses taught at the Department of Mathematics, by a physical presence in greek/english (if it's necessary) language, fall into the following categories:

  • Compulsory (C): Students must take all these courses (English being one of them) during their undergraduate studies.
  • Elective-compulsory (E/C): These courses are characterized as elective-compulsory in the sense that a student is obliged to select at least 7 of them so as to accumulate the 28 credits required.
  • Optional (O):Students can choose to attend as many of these courses as they wish in order to accumulate the rest of the credits they need for the successful completion of their four-year degree.

COURSES PER SEMESTER

SEMESTER A

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0010 Calculus I [-C-] 4 2   9
 311-0540 Set and Numbers [-C-] 4 2   9
 311-3900 Fundamentals of Mathematics [-C-] 2 4   9
 311-3950 Elementary Analytic Geometry [-E/C-] 6     6

 

SEMESTER B

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0030 Linear Algebra I [-C-] 4 2   9
 311-0040 Introduction to Computer Science [-C-] 4   2 9
 311-0070 Calculus II [-C-] 4 2   9
 311-0002 English I [-C-] 1 2   3

 

SEMESTER C

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0080 Linear Algebra II [-C-] 4 2   9
 311-0190 Topology of Metric Spaces [-C-] 4 2   9
 311-0550 Calculus III [-C-] 4 2   9
 311-0003 English II [-C-] 1 2   3
 311-0100 Programming Languages [-E/C-] 3   1 6
 311-0180 Discrete Mathematics [-E/C-] 4     6
 311-3350 Geometry of Space [-E/C-] 4     6

 

SEMESTER D

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0020 Algebra [-C-] 4 2   9
 311-0130 Ordinary Differential Equations I [-C-] 4 2   9
 311-0570 Calculus IV [-C-] 4 2   9
 311-0004 English IIΙ [-C-] 1 2   3
 311-0110 Linear Programming [-E/C-] 3 1   6
 311-3500 Axiomatic Geometry [-E/C-] 4     6

 

SEMESTER E

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0200 Numerical Analysis [-C-] 3 1 2 9
 311-0290 Analysis [-C-] 4 2   9
 311-0560 Physics I [-C-] 4 2   9
 311-0310 Ordinary Differential Equations II [-E/C-] 4     6
 311-0820 Didactics of Mathematics [-E/C-] 4     6
 311-1050 Number Theory [-E/C-] 4     6
 311-2450 Elementary Set Theory [-E/C-] 4     6
 311-2650 Hyperbolic Geometry [-E/C-] 4     6
 311-2850 History of Euclidean and non-Euclidean geometries [-E/C-] 4     6
 311-0920 Mathematical Software [-O-] 2   1 4.5

 

SEMESTER F

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0150 Probabilities Ι [-C-] 4 2   9
 311-0250 Complex Analysis [-C-] 4 2   9
 311-0320 Differential Geometry [-C-] 4 2   9
 311-0260 Classical Mechanics [-E/C-] 4     6
 311-0330 Mathematical Logic [-E/C-] 4     6
 311-0430 Group Theory [-E/C-] 4     6
 311-0500 Galois Theory [-E/C-] 4     6
 311-0510 Algebraic Topology [-E/C-] 4     6
 311-1450 Mathematical Modelling [-E/C-] 4     6
 311-2000 Cryptography [-E/C-] 4     6
 311-2300 Didactics of Euclidean Geometry [-E/C-] 4     6
 311-0980 Mathematics for the Secondary Education [-O-] 3     4.5

 

SEMESTER G

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0220 Partial Differential Equations [-E/C-] 4     6
 311-0230 Statistics [-E/C-] 4     6
 311-0830 History of Mathematics [-E/C-] 4     6
 311-1950 Scientific Calculation [-E/C-] 3   1 6
 311-2350 New Technologies in Education [-E/C-] 2   2 6
 311-2750 Differentiable Manifolds [-E/C-] 4     6
 311-3001/3002 Field Practice (Teaching)Field Practice (Organizations) [-E/C-]       6
 311-3180 Philosophy of Science [-E/C-] 4     6
 311-3400 Groups and Metric Spaces [-E/C-] 4     6
 311-3550 Fourier Analysis [-E/C-] 4     6
 311-3850 Probability II [-E/C-] 4     6
 311-4050 Microeconomics I [-E/C-] 3     6
 311-0350 Dynamic Programming [-O-] 3     4.5
 311-0450 Dissertation or Undergraduate Thesis [-O-]       13.5
 311-2550 Special Topics of Mathematics I [-O-] 3     4.5
 311-3650 Theory and Practice of Teaching [-O-] 3     4.5

 

SEMESTER Η

  Course Category Lecture hours Tutoring hours Lab hours ECTS
 311-0240 General Topology [-E/C-] 4     6
 311-0300 Functional Analysis [-E/C-] 4     6
 311-0440 Stochastic Processes [-E/C-] 4     6
 311-0580 Databases I [-E/C-] 3   2 6
 311-1000 Physics II [-E/C-] 4     6
 311-2700 Convex Geometry [-E/C-] 4     6
 311-3001/3002 Field Practice (Teaching)Field Practice (Organizations) [-E/C-]       6
 311-3100 Advanced Programming Techniques [-E/C-] 2   2 6
 311-4000 Macroeconomic Theory I [-E/C-] 3     6
 311-4100 Philosophy of Mathematics [-E/C-] 4     6
 311-0450 Dissertation or Undergraduate Thesis [-O-]       13.5
 311-1150 Topics in Geometry [-O-] 3     4.5
 311-1250 Coding Theory [-O-] 3     4.5
 311-1400 Topics in Analysis [-O-] 3     4.5
 311-2400 History for Mathematics Education [-O-] 3     4.5
 311-2500 Topics in Algebra [-O-] 3     4.5
 311-2560 Special Topics of Mathematics II [-O-] 3     4.5
 311-2600 Asymptotic Analysis [-O-] 3     4.5
 311-3650 Theory and Practice of Teaching [-O-] 3     4.5