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


Curriculum for
Academic Year 2011/2012

Mathematics

Semester 1

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MML0001 Algebra 1 (Linear Algebra)
2+2+0+0
E
6 cr.
MML0015 Mathematical Logic
2+2+0+0
C
6 cr.
MMA0001 Mathematical Analysis 1
2+2+0+0
E
6 cr.
MMG0001 Analytische Geometrie
2+2+0+0
E
6 cr.
MID0001 Fundamentals of Programming
2+2+2+0
C
6 cr.
TOTAL
10+10+2+0=22
  
30 cr.
Other Compulsory Courses:
XL001 Foreign Language (1)
0+2+0+0
C
3 cr.
YEF0001 Sports (1)
0+2+0+0
C
-
Facultative Courses:
XL005 Second Foreign Language (1)
0+2+0+0
C
3 cr.
MMH0003 Basic Math
1+2+0+0
C
3 cr.
MIA0004
2+0+2+0
C
3 cr.

Semester 2

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MML0004 Algebra 2. (Basic Algebraic Structures)
2+2+0+0
E
5 cr.
MMA0019 Analysis 2 (Differenzialrechnung im R^n)
2+2+0+0
E
5 cr.
MMG0003 Geometry 2 (Affine Geometry)
2+2+0+0
C
5 cr.
MME0001 Differential Equations
2+1+1+0
E
5 cr.
MID0002 Object-Oriented Programming
2+1+1+0
E
6 cr.
MIE0001 Data Structures and Algorithms
2+1+0+0
C
4 cr.
TOTAL
12+9+2+0=23
  
30 cr.
Other Compulsory Courses:
XL002 Foreign Language (2)
0+2+0+0
C
3 cr.
YEF0002 Sports (2)
0+2+0+0
C
-
Facultative Courses:
MMZ0002 Advanced Methods of Solving the Pproblems of Mathematics and Computer Science
0+2+0+0
C
3 cr.
XL006 Second Foreign Language (2)
0+2+0+0
C
3 cr.

Semester 3

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MML0014 Number Theory
2+2+0+0
E
6 cr.
MMA0029 Mathematical Analysis 3 (Integral Calculus in R^n)
2+2+0+0
C
6 cr.
MMG0004 Geometry 3 (Curves and Surfaces)
2+2+0+0
E
6 cr.
MMC0001 Complex Analysis
2+2+0+0
E
6 cr.
MMN0001 Mathematical Software
2+0+2+0
C
6 cr.
TOTAL
10+8+2+0=20
  
30 cr.
Facultative Courses:
XL003 Foreign Language (3)
0+2+0+0
C
3 cr.
VDP2303-1 Pedagogy II: Theory and methodology of instruction + Theory and methodology of evaluation
2+2+0+0
E
5 cr.

Semester 4

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MMN0002 Numerical Analysis
2+1+2+0
E
7 cr.
MMA0005 Real Functions
2+2+0+0
C
6 cr.
MMP0001 Probability Theory
2+2+0+0
E
6 cr.
MMM0010 Theoretical Mechanics
2+1+1+0
E
6 cr.
MX10101 Optional course 1
2+1+0+0
C
5 cr.
TOTAL
10+7+3+0=20
  
30 cr.
Other Compulsory Courses:
MPM0002 Practice-Training
0+0+0+6.5
C
6 cr.
Facultative Courses:
XL004 Foreign Language (4)
0+2+0+0
C
3 cr.
VDP2404M Didactics of Mathematics
2+2+0+0
E
5 cr.
Subjects for optional course 1.
Package with subjects in romanian language:
MML0009 Supplement of Algebra
2+1+0+0
5 cr.
MMA0013 Supplement of Mathematical Analysis
2+1+0+0
5 cr.
MMA0012 Convex Functions
2+1+0+0
5 cr.
MML0016 Rings and Fields
2+1+0+0
5 cr.
Subject in hungarian language:
MMG0010 Projective Geometry
2+1+0+0
5 cr.
MMG0011 Hyperbolic Geometry
2+1+0+0
5 cr.
MMC0002 Geometric Function Theory
2+1+0+0
5 cr.

Semester 5

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MMA0007 Functional Analysis
2+2+0+0
E
6 cr.
MMP0002 Mathematical Statistics
2+2+1+0
E
7 cr.
MME0004 Partial Differential Equations
2+2+0+0
E
6 cr.
MMM0002 Astronomy
2+1+1+0
E
6 cr.
MX10102 Optional course 2
2+1+0+0
C
5 cr.
TOTAL
10+8+2+0=20
  
30 cr.
Facultative Courses:
MMH0002 Typesetting of Mathematical Documents with LaTeX
1+0+1+0
C
3 cr.
VDP3506-1 Practice of education I
0+0+3+0
C
2.5 cr.
PDP1005-1 Optional subject psihopedagogy
1+2+0+0
C
4 cr.
Subjects for optional course 2.
Package with subjects in romanian language:
MME0014 Special Topics in Ordinary Differential Equations
2+1+0+0
5 cr.
MMP0010 Applications of Numerical Calculus
2+1+0+0
5 cr.
Subject in hungarian language:
MMM0007 Computational Astronomy
2+1+0+0
5 cr.
MME0015 Applied Mathematics in Economy
2+1+0+0
5 cr.

Semester 6

Code Subject
Hours: C+S+L+P
Form of Exam.
Credits
MMA0018 Optimization techniques
2+1+0+1
E
6 cr.
MX10103 Optional course 3
2+1+0+2
C
7 cr.
MX10104 Optional course 4
2+1+0+2
C
7 cr.
MX10105 Optional course 5
2+1+0+2
C
7 cr.
MX10106 Optional course 6
1+0+0+0
C
3 cr.
TOTAL
9+4+0+7=20
  
30 cr.
Other Compulsory Courses:
MMZ0001 Work for Graduation Project/Diploma Thesis
0+0+2+0
C
5 cr.
MMZ0004 Work for Graduation Project/Diploma Thesis
0+0+0+5
C
-
Facultative Courses:
VDP3608-1 Practice of education II
0+0+3+0
C
2.5 cr.
PDP1007 Final evaluation - Didactic portfolio
0+0+1+0
E
1 cr.
Subjects for optional course 3.
Package with subjects in romanian language:
MMG0007 Complements of Geometry
2+1+0+2
7 cr.
MMG0011 Hyperbolic Geometry
2+1+0+2
7 cr.
Subject in hungarian language:
MME0002 Dynamical Systems
2+1+0+2
7 cr.
MME0003 Mathematical Modelling
2+1+0+2
7 cr.
Subjects for optional course 4.
Package with subjects in romanian language:
MMP1011 Mathematics of Financial Operations
2+1+0+2
7 cr.
MMM0005 Special Topics in Astronomy
2+1+0+2
7 cr.
MME0003 Mathematical Modelling
2+1+0+2
7 cr.
Subject in hungarian language:
MMP0011 Numerical Computation in Applied Mathematics
2+1+0+2
7 cr.
MMP0004 Stochastic Processes and Fractals
2+0+1+2
7 cr.
Subjects for optional course 5.
Package with subjects in romanian language:
MMC0002 Geometric Function Theory
2+1+0+2
7 cr.
MMC0004 Supplement of Complex Analysis
2+1+0+2
7 cr.
Subject in hungarian language:
MML0011 Special Topics in Algebra
2+1+0+2
7 cr.
MML0010 Galois Theory for Algebraic Equations
2+1+0+2
7 cr.
MMA0016 Special Topics in Mathematical Analysis
2+1+0+2
7 cr.
Subjects for optional course 6.
Package with subjects in romanian language:
MMH0001 The History of Mathematics
1+0+0+0
3 cr.
MIA0001 History of Computer Science
1+0+0+0
3 cr.
MMZ0003 Methodology Documentation and Prepare a Scientific Paper
1+0+0+0
3 cr.
Subjects in hungarian language:
MMH0001 The History of Mathematics
1+0+0+0
3 cr.
MIA0001 History of Computer Science
1+0+0+0
3 cr.
MMZ0003 Methodology Documentation and Prepare a Scientific Paper
1+0+0+0
3 cr.