Math Symbol

UNDERGRADUATE PROGRAM

Regulations of Studies

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  

Lecturer

A1

Calculus I

[-C-]

4

2

 

10

Ch.Tsichlias

A2

Linear Algebra I

[-C-]

4

2

 

10

N.Papalexiou

A3

Set and Numbers

[-C-]

4

2

 

10

G.Tsapogas

A4

English I

[-C-]

2

 

1

2

E.Landrou

A5

English II

[-C-]

3

 

 

2

 

A6

French (Level A)

[-O]

3

 

 

2

 

 

SEMESTER B

 

Course

Category

Lecture hours

Tutoring hours

Lab hours

 

ECTS  

Lecturer

B1

Introduction to Computer Science

[-C-]

4

 

2

10

A.Papasalouros (theory)

N.Papaloukas, Ch.Tsaggaris (labs)

B2

Calculus II

[-C-]

4

2

 

10

Ch.Tsichlias

B3

Linear Algebra II

[-C-]

4

2

 

10

N.Papalexiou

B4

English I

[-C-]

2

 

1

2

E.Landrou

B5

English II [-C-] 3     2 E.Landrou

B6

English III

[-C-] 

2

 

1

2

E.Landrou

B7

French (Level B)

[-O-]

3

 

 

2

 

 

SEMESTER C

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

Lecturer

C1

Algebra

[-C-]

4

2

 

9

V.Metaftsis

C2

Analysis I

[-C-]

4

2

 

9

E.Felouzis

C3

Calculus III

[-C-]

4

2

 

9

N.Karachalios

C4

English III

[-C-]

2

 

1

2

E.Landrou

C5

Programming Languages [-E/C-] 3   1 6

P.Nastou (theory)

Ch.Tsaggaris, N.Papaloukas (labs)

C6

Discrete Mathematics

[-E/C-] 

4

 

 

6

P.Nastou

C7

Geometry of Space

[-E/C-]

4

 

 

6

 

C8

French (Level C)

[-O-]

3

   

2

 
C9 Music I [-O-] 3     3 M.Mparmpaki

 

SEMESTER D

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

Lecturer

D1

Ordinary Differential Equations I

[-C-]

4

2

 

9

N.Karachalios 

D2

Calculus IV

[-C-]

4

2

 

9

Ch.Nikolopoulos

D3

Linear Programming

[-E/C-]

3

1

 

6

 

D4

Numerical Analysis

[-E/C-]

3

  1

6

K.Housiadas (theory)

Ch.Tsaggaris (lab)

D5

Mathematical Logic

[-E/C-]

4

 

 

6

 

D6

Mathematical Software [-O-] 2   1 6  

D7

Music II [-O-] 3     3 M.Mparmpaki 

 

SEMESTER E

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

Lecturer

E1

Analysis II

[-C-]

4

2

 

9

A.Tsolomitis

E2 Physics I [-C-] 4 2   9 A.Hatzinikitas
E3 Differential Geometry [-E/C-] 4     6  
E4 Methodology of Teaching Mathematics [-E/C-]     6  
E5 Number Theory [-E/C-]     6  

E6

Didactics of Euclidean Geometry

[-E/C-]

4

 

 

6

K.Zormbala

E7

LaTex and PostScript

[-O-]

2

 

1

6

 

E8

French (Level D)

[-O-]

3

 

 

2*

 

E9

Elementary Set Theory [-O-] 3     6 K.Keremidis

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

SEMESTER F

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

Lecturer

F1

Probabilities

[-C-]

4

2

  9

Th.Dimitrakos

Ch.Merkatas(tutorials)

F2

Complex Analysis

[-C-] 4 2   9 G.Tsapogas 
F3 Classical Mechanics [-E/C-]  4      
F4 Group Theory [-E/C-]       
F5 Galois Theory [-E/C-]     6 V.Metaftsis 

F6

Mathematics for the Secondary Education

[-E/C-]

4

 

 

6

 

F7

Mathematical Modelling

[-E/C-]

4

   

6

Ch.Nikolopoulos

F8

Cryptography

[-E/C-]

4

 

 

6

P.Nastou 

F9

Combinatorics [-E/C-] 4     6  

F10

History of Mathematical Education

[-E/C-] 

4

 

6

 

F11

Algebraic Topology

[-O-]

3

 

 

6

E.Prassidis 

F12

Complexity Theory and Algorithms

[-O-]

3

   

6

 
F13 Hyperbolic Geometry [-O-] 3     6  

 

SEMESTER G

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

Lecturer

G1

Partial Differential Equations

[-E/C-]

4

 

 

6

A.Lyberopoulos

G2

Statistics

[-E/C-] 4     6 Th.Dimitrakos

G3

History of Mathematics

[-E/C-]       
G4 Scientific Calculation [-E/C-]     1

K.Housiadas (thoery)

Ch.Tsaggaris (Lab)

G5 New Technologies in Education [-E/C-]    6

A.Papasalouros (theory)

Ch.Tsaggaris, N.Papalouloukas (labs)

G6

Field Practice (Teaching)

Field Practice (Organizations)

[-E/C-]       
G7 Theory and Practice in mathematics teaching [-E/C-]       

G8

Groups and Metric Spaces

[-E/C-]       
G9 Dynamic Programming [-O-]       

G10

Algebraic Theory of Numbers

[-O-]      6  
G11  Special Topics of Mathematics I [-O-]           
G12  Special Topics of Mathematics II [-O-]      
G13 Differentiable Manifolds [-O-]      6  

 

SEMESTER Η

 

Course

Category

Lecture hours

Tutoring hours

Lab hours 

 

ECTS

Lecturer

H1

General Topology [-E/C-] 4     6 K.Keremidis

H2

Functional Analysis

[-E/C-]

4

 

 

6

E.Felouzis

H3

Stochastic Processes [-E/C-]  4      
H4 Physics II [-E/C-]      6 A.Hatjinikitas
H5 Convex Geometry [-E/C-]      A.Tsolomitis 
H6 History of Euclidean and non-Euclidean geometries [-E/C-]        K.Zormbala 
H7

Field Practice (Teaching)

Field Practice (Organizations)

[-E/C-]         
H8 Advanced Programming Languages [-E/C-]       2

A.Papasalouros (theory)

N.Papaloukas, Ch.Tsaggaris (Labs)

H9 Extreme Risk Theory [-E/C-]      
H10 Ordinary Differential Equations II [-O-]        
H11 Dissertation or Undergraduate Thesis [-O-]         18  

H12

Topics in Geometry [-O-]     3     6  

H13

Coding Theory [-O-]          

H14

Topics in Analysis

[-O-]  

3

   

6

 

H15

Topics in Algebra

[-O-]  

3

 

 

6

 

H16

Special Topics of Mathematics III

[-O-]  

 

 

6

 

H17

Special Topics of Mathematics IV

[-O-]

3

   

6

 

H18

Asymptotic Analysis

[-O-]   3     6  

H19

Riemannian Geometry

[-O-]    3      
H20 Enterpreneurship [-O-]         
H21 Theory of Stochastic Analysis [-O-]