Babes-Bolyai University of Cluj-Napoca
Faculty of Mathematics and Computer Science


Curriculum for
Academic Year 2008/2009

Didactic Mathematics - in Hungarian

Semester 1

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MME1016 Special Topics in Modern Didactics I
2+2+0+0
E
8 cr.
MMG1007 Algorithmic Geometry
2+2+0+0
C
8 cr.
MMC1011 Analysis of Stochastic Fenomena
2+2+0+0
E
7 cr.
MMA1021 Methodical Aspects in Elementary Analysis I
2+2+0+0
E
7 cr.
TOTAL
8+8+0+0=16
  
30 cr.
Facultative Courses:
XND1101
2+1+0+0
E
5 cr.
XND1102
2+1+0+0
E
5 cr.

Semester 2

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MMM1003 Celestical Mechanics
2+2+0+0
E
8 cr.
MML1018 Groups and Symmetries
2+2+0+0
E
8 cr.
MME1012 Number Theory and Combinatorics
2+2+0+0
E
8 cr.
MMA1023 Methodical Aspects in Elementary Analysis II
2+2+0+0
E
6 cr.
TOTAL
8+8+0+0=16
  
30 cr.
Facultative Courses:
XND1203
2+1+0+0
E
5 cr.
XND2204 Optional Course (1)
1+2+0+0
E
5 cr.

Semester 3

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MME1011 Differential Equations with Applications
2+2+0+0
E
8 cr.
MMG1013 Classical Theorems in Elemetary Geometry
2+2+0+0
E
8 cr.
MMX1022 Resolving Methods of Computer Science Problems
2+2+0+0
E
7 cr.
MXX3601 Optional Course 1
2+2+0+0
E
7 cr.
TOTAL
8+8+0+0=16
  
30 cr.
Facultative Courses:
XND2305 Practice of Education
0+3+0+0
C
5 cr.
XND2306 Optional Course (2)
1+2+0+0
E
5 cr.
Subjects for optional course 1.
MMM1008 Planetary system dynamics
2+2+0+0
7 cr.
MML1004 Commutative Rings and Number Theory
2+2+0+0
7 cr.

Semester 4

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MMG1006 Geometrical Constructions
2+2+0+0
E
8 cr.
MME1017 Special Topics in Modern Didactics II
2+2+0+0
E
7 cr.
MMA1024 The Role of Counterexamples in Teaching of Mathematical Analysis
2+2+0+0
E
8 cr.
MXX3602 Optional Course 2
2+2+0+0
E
7 cr.
TOTAL
8+8+0+0=16
  
30 cr.
Subjects for optional course 2.
MIC1003 Combinibatoric Methods in Computer Networks
2+2+0+0
7 cr.
MMA1015 Univalent Functions
2+2+0+0
7 cr.