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

Curriculum for
Academic Year 2012/2013

Didactic Mathematics - in Hungarian

Semester 1

Code	Subject	Hours: C+S+L+P	Form of Exam.	Credits
MMM3088	Special Topics in Modern Didactics I	2+1+0+1	E	8 cr.
MMM3037	Classical Theorems in Elemetary Geometry	2+1+0+1	E	8 cr.
MMM3085	Analysis of Stochastic Phenomena	2+1+0+1	E	7 cr.
MMM3012	Methodical Aspects in Elementary Analysis I	2+1+0+1	E	7 cr.
TOTAL		8+4+0+4=16		30 cr.

Semester 2

Code	Subject	Hours: C+S+L+P	Form of Exam.	Credits
MMM3089	Complex Numbers and Applications in Geometry	2+1+0+1	E	8 cr.
MMM3084	Groups and Symmetries	2+1+0+1	E	8 cr.
MMM3083	Number Theory and Combinatorics	2+1+0+1	E	8 cr.
MMX4601	Optional Course 1	2+1+0+1	C	6 cr.
TOTAL		8+4+0+4=16		30 cr.

Subjects for optional course 1
MMM3082	Computational Mechanics	2+1+0+1	6 cr.
MMM3063	Alternative Methods in Teaching Mathematics	2+1+0+1	6 cr.

Semester 3

Code	Subject	Hours: C+S+L+P	Form of Exam.	Credits
MMG1007	Algorithmic Geometry	2+1+0+1	E	8 cr.
MME1016	Special Topics in Modern Didactics I	2+1+0+1	E	8 cr.
MMC1011	Analysis of Stochastic Phenomena	2+1+0+1	E	7 cr.
MMA1021	Methodical Aspects in Elementary Analysis I	2+1+0+1	E	7 cr.
TOTAL		8+4+0+4=16		30 cr.

Semester 4

Code	Subject	Hours: C+S+L+P	Form of Exam.	Credits
MML1018	Groups and Symmetries	2+1+0+1	E	8 cr.
MMA1025	Complex Numbers and Applications in Geometry	2+1+0+1	E	7 cr.
MME1012	Number Theory and Combinatorics	2+1+0+1	E	8 cr.
MXX3602	Optional Course 2	2+1+0+1	C	7 cr.
TOTAL		8+4+0+4=16		30 cr.
Other Compulsory Courses
MMZ1004	Work for Dissertation Thesis	0+0+0+5	C	-

Subjects for optional course 2
MMM1011	Computational Mechanics	2+1+0+1	7 cr.
MMA1026	Alternative Methods in Teaching Mathematics	2+1+0+1	7 cr.