Math Symbol

 

Regulations of Studies (Greek), Courses offered - ERASMUS+,
  Undergraduate Studies (2018-2019)

 

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  

311-0012

Calculus I

[-C-]

4

2

 

9

311-0038

Linear Algebra I

[-C-]

4

2

 

9

311-0543

Set and Numbers

[-C-]

4

2

 

9

311-1602

English I

[-C-]

2

 

1

3

311-1652

English II

[-C-]

3

 

  3

311-1851

French (Level A)

[-O]

3

 

 

1,5

 

SEMESTER B

 

Course

Category

Lecture hours

Tutoring hours

Lab hours

ECTS  

311-0045

Introduction to Computer Science

[-C-]

4

 

2

9

311-0072

Calculus II

[-C-]

4

2

 

9

311-0085

Linear Algebra II

[-C-]

4

2

 

9

311-1602

English I

[-C-]

2

 

1

3

311-1652

English II [-C-] 3     3

311-1702

English III

[-C-] 

2

 

1

3
311-1861

French (Level B)

[-O-]

3

 

  1,5

 

SEMESTER C

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

ECTS

311-0024

Algebra

[-C-]

4

2

 

9

311-0194

Analysis I

[-C-]

4

2

 

9

311-0551

Calculus III

[-C-]

4

2

 

9

311-1702

English III

[-C-]

2

 

1

3
311-0106 Programming Languages [-E/C-] 3   1 6

311-0186

Discrete Mathematics

[-E/C-] 

4

 

 

6

311-3351

Geometry of Space

[-E/C-]

4

 

 

6

311-1871

French (Level C)

[-O-]

3

    1,5
311-3750 Music [-O-] 3    

4,5

 

SEMESTER D

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

ECTS

311-0134

Ordinary Differential Equations I

[-C-]

4

2

 

9

311-0571

Calculus IV

[-C-]

4

2

 

9

311-0117

Linear Programming

[-E/C-]

3

1

 

6

311-0206

Numerical Analysis

[-E/C-]

3

  1

6

311-0334

Mathematical Logic

[-E/C-]

4

 

 

6

311-3500

Axiomatic Geometry [-E/C-] 4     6

311-0925

Mathematical Software [-O-] 2   1 6
311-3750 Music [-O-] 3    

4,5

 

SEMESTER E

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

ECTS

311-0297 Analysis II [-C-] 4 2  

9

311-0562 Physics I [-C-] 4 2  

9

311-0328 Differential Geometry [-E/C-] 4     6
311-0824 Didactics of Mathematics [-E/C-]     6
311-1051 Number Theory [-E/C-]    

6

311-2304

Didactics of Euclidean Geometry

[-E/C-]

4

 

 

6

311-3800

Ordinary Differential Equations II

[-O-]

3

 

 

4,5

311-2453 Elementary Set Theory [-O-] 3    

4,5

311-2653 Hyperbolic Geometry [-O-] 3    

4,5

  ** Is not added in the conditions of  the acquisition of the degree.

SEMESTER F

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

ECTS

311-0163

Probabilities

[-C-] 4 2   9

311-0257

Complex Analysis [-C-] 4 2   9
311-3600 Differential Geometry [-C-] 4 2   9
311-0266 Classical Mechanics [-E/C-]  4    
311-0437 Group Theory [-E/C-]     

6

311-0506 Galois Theory [-E/C-]    

6

311-1452

Mathematical Modelling

[-E/C-]

4

   

6

311-2003

Cryptography

[-E/C-]

4

 

 

6

311-2851

History of Euclidean and non-Euclidean geometries

[-E/C-]

4

 

 

6

311-0515 Algebraic Topology

[-O-]

3

    4,5

311-0983

Mathematics for the Secondary Education [-O-]   3     4,5

 

SEMESTER G

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

311-3551

Fourier Analysis

[-E/C-]

4

   

6

311-0239

Statistics

[-E/C-] 4     6

311-0832

History of Mathematics

[-E/C-]     
311-1953 Scientific Calculation [-E/C-]     1
311-3251 Theory and Practice in mathematics teaching [-E/C-] 4     6
311-2353 New Technologies in Education [-E/C-]  2   6

311-3001 /3002/ 3004

Field Practice (Teaching)

Field Practice (Organizations)

[-E/C-]     
311-3700 Probability II [-E/C-]     

311-3400

Groups and Metric Spaces

[-E/C-]     

311-0224

Partial Differential Equations

[-E/C-] 4     6
311-0359 Dynamic Programming [-O-] 3     4,5
311-2752 Differentiable Manifolds [-O-]     4,5
311-2552  Special Topics of Mathematics I [-O-]     4,5
311-2562 Special Topics of Mathematics II [-O-]     4,5
311-3650 Theory and Practice of Teaching [-O-]     4,5

 

SEMESTER Η

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

311-0246

General Topology [-E/C-] 4     6

311-0308

Functional Analysis

[-E/C-]

4

 

 

6

311-0445 Stochastic Processes [-E/C-]  4    
311-1004 Physics II [-E/C-]      6
311-2701 Convex Geometry [-E/C-]     
311-3001 /3002/ 3004

Field Practice (Teaching)

Field Practice (Organizations)

[-E/C-]       
311-3101 Advanced Programming Languages [-E/C-]       2
311-2403 History for Mathematics Education [-O-]   3     4,5
311-1156 Topics in Geometry [-O-]     3     4,5

311-1406

Topics in Analysis

[-O-]  

3

   

4,5

311-2504

Topics in Algebra

[-O-]  

3

 

 

6

311-1252

Coding Theory

[-O-]

3

   

4,5

 311-2602

Asymptotic Analysis

[-O-]  3     4,5

311-0453

Dissertation or Undergraduate Thesis [-O-] 3     4,5

311-2572

Special Topics of Mathematics III

[-O-]

 

 

4,5

311-2581

Special Topics of Mathematics IV

[-O-]

3

   

4,5

311-3650
Theory and Practice of Teaching [-O-]
    4,5