Study plan - Approved
Study programme:
 M-Idm22 - Teaching of Mathematics and Informatics - (Teacher preparation programme, master II. deg., full time form)
Study field:
 38. - Teacher Training and Education Science
Person responsible for the delivery, development and quality of the study programme: PaedDr. Ladislav Végh, PhD. - subprogramme Teaching of informatics
Person responsible for the delivery, development and quality of the study programme: Dr. habil. RNDr. Peter Csiba, PhD. - subprogramme Teaching of mathematics
Person responsible for the delivery, development and quality of the study programme: prof. Krisztián Józsa, DSc. - subprogramme Teaching base
 

Study section
Compulsory courses

Block - Teaching base Min. 12  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KPD/UZ/KKV/25  Quantitative and qualitative pedagogical research methods 3 1L + 1S  s  1  W  P    K. Józsa, P. Tóth, A. Csehiová 
KPD/UZ/PPA/25  Pedagogical and psychological aspects of educational process 3 1L + 1S  s  1  S  P    T. Strédl 
KPD/UZ/MKU/25  Metacognitive learning 3 1L + 1S  s  2  W  P    P. Tóth, K. Józsa, A. Híves-Varga 
KPD/UZ/PHR/25  Assessment and development in education 3 1L + 1S  s  2  S  P    K. Józsa, K. Szarka 


Block - Informatics Min. 31  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KINF/DI1/25  Didactics of informatics 1 5 1L + 2P  s  1  W  P    G. Kiss, K. Czakóová 
KINF/MS1/25  Introduction to the modeling and simulation 4 2L + 1P  s  1  W  P    T. Kmeť, L. Végh, D. Paksi 
KINF/DI2/25  Didactics of informatics 1 5 1L + 2P  s  1  S  P    G. Kiss, K. Czakóová 
KINF/NSU/25  Neural networks 4 2L + 1P  s  1  S  P    T. Kmeť 
KINF/MT/25  Modern technologies in education 5 1L + 2P  s  2  W  P    L. Végh, K. Czakóová 
KINF/PGR/25  Computer graphics algorithms 4 1L + 2P  s  2  W  P    O. Takáč 
KINF/PPX6/25  Pedagogical practice VI. 4 40sP  h  2  S  P    K. Czakóová 


Block - Mathematics Min. 30  Credit
  + 4 kredity za Diplomový seminár v prípade, ak diplomová práca sa píše z aprobácie Matematika
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/TEC/25  Number theory 5 2L + 1S  s  1  W  P    J. Tóth 
KMAT/DMS/25  History of Mathematics Seminar 4 3S  s  1  W  P     
KMAT/TV1/25  Theory of mathematics teaching and problem solving 1 5 1L + 2S  s  1  S  P    P. Csiba, K. Liptai 
KMAT/TPS/25  Probability theory and basic of statistics 4 2L + 1S  s  1  S  P    L. Szalay, F. Filip 
KMAT/TV2/25  Theory of mathematics teaching and problem solving 2 4 1L + 2S  s  2  W  P    K. Liptai, P. Csiba 
KMAT/TEA/25  Theoretical arithmetics 4 2L + 1S  s  2  W  P    F. Filip 
KMAT/PPX6/25  Teaching Practice 6 4 40sP  h  2  S      S. Svitek, F. Filip 

 
 
Compulsory elective courses

Block - Teaching base Min. 7  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KPD/UZ/PPU/25  Supportive learning environment 2 1L  h  1  W      P. Tóth, A. Híves-Varga, E. Kopp 
KPD/UZ/VPU/25  Learning disabilities 2 1L  h  1  W  P    T. Strédl, A. Tóth-Bakos, A. Híves-Varga, E. Kopp 
KPD/UZ/PKI/25  Pedagogical communication and interaction 2 1L  h  1  S  P    P. Tóth, E. Kopp, A. Tóth-Bakos 
KPD/UZ/PKU/25  Teacher competencies 2 1L  h  1  S      P. Tóth, E. Kopp, A. Tóth-Bakos, A. Híves-Varga 
KPD/UZ/POP/25  Comparative pedagogy 1 1L  h  2  W      P. Tóth, A. Híves-Varga, K. Józsa, E. Kopp 
KPD/UZ/PSO/25  Psychology of personality 1 1L  h  2  W      T. Strédl, A. Tóth-Bakos 
KPD/UZ/VKZ/25  Education for health 2 1L  h  2  S      M. Nagy, S. Mészárosné Darvay 
KPD/UZ/GPZ/25  Global environmental problems 2 1L  h  2  S      S. Mészárosné Darvay, P. Balázs 


Block - informatics Min. 8  Credit
  + 4 kredity za Diplomový seminár v prípade, ak diplomová práca sa píše z aprobácie Informatika
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KINF/MIT/25  Materials in ICT 3 1L + 1S  h  1  W      O. Takáč 
KINF/UUI/25  Introduction to artificial intelligence 3 2L  s  1  W      G. Kiss 
KINF/VSP/25  Embedded systems and programming of real-time applications 2 2P  h  1  S      S. Szénási, B. Vígh 
KINF/ŠIS/25  School information systems 2 2S  s  1  S       
KINF/PPX4/25  Pedagogical practice IV. 2 20sP  h  1  S  P    K. Czakóová 
KINF/INm/MOB2-IN/25  Experience equivalent to academic mobility - Teaching of informatics 3 2S  a  1         
KINF/INm/MOB1-IN/25  Student mobility related to graduate profile - Teaching of informatics 3 2S  a  1         
KINF/DBA/25  Database application development 1 2P  h  2  W      D. Paksi 
KINF/TWS/25  Creation of web pages 1 2P  h  2  W      D. Paksi, S. Szénási 
KINF/PPX5/25  Pedagogical practice V. 2 20sP  h  2  W  P    K. Czakóová 


Block - Master's Thesis Seminar
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KINF/DS/25  Diploma seminar 4 1S  h  2  W  P     


Block - Mathematics Min. 9  Credit
  + 4 kredity za Diplomový seminár v prípade, ak diplomová práca sa píše z aprobácie Matematika
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/MEP/25  Metric spaces 3 2S  s  1  W       
KMAT/STC/25  Number theory seminar 3 2S  s  1  W       
KMAT/SV1/25  Theory of Mathematics Teaching Seminar 1 3 2S  h  1  W      K. Liptai 
KMAT/MS/25  Mathematical software 2 2S  h  1  S       
KMAT/PPX4/25  Teaching Practice 4 2 20sP  h  1  S      S. Svitek, F. Filip 
KMAT/SPS/25  Seminar on probability and basic of statistics 2 2S  h  1  S       
KMAT/MAm/MOB2-MA/25  Experience equivalent to academic mobility - Teaching of mathematics 3 2S  a  1         
KMAT/MAm/MOB1-MA/25  Student mobility related to graduate profile - Teaching of mathematics 3 2S  a  1         
KMAT/SV2/25  Theory of Mathematics Teaching Seminar 1 2 2S  h  1  S       
KMAT/DR/25  Differential equations 2 2S  s  2  W       
KMAT/PPX5/25  Teaching Practice 5 2 20sP  h  2  W      S. Svitek, F. Filip 
KMAT/UMS/25  Problems in mathematical competitions 2 2S  h  2  W       


Block - Master's Thesis Seminar
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/DS/25  Master's Thesis Seminar 4 1S  h  2  W       

 
 
Elective courses

Block - Teaching base Min. 3  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KPD/UZ/DOC-m/25  Volunteering, helping activities 1 20sP  a  1  W      A. Nagyová, B. Kiss, K. Sýkora Hernády 
KPD/UZ/EDU/25  Pedagogical tools 1 1P  a  1  W      T. Török 
KPD/UZ/POA/25  Movement activities 1 1P  h  1  S      K. Józsa 
KPD/UZ/STZ/25  Professional training 1 20sP  a  1, 2  S      A. Nagyová, T. Török, B. Kiss, K. Sýkora Hernády 
KPD/UZ/TEE/25  Theory and methodology of ecology and environmental studies 1 1L  h  2  S      S. Mészárosné Darvay 
KPD/UZ/UIP/25  Applying an interdisciplinary approach in regional education 1 1S  h  2  S       

 
 

State exams
Compulsory courses

Block - State Exam Min. 8  Credit
  + 8 kreditov za obhajobu v prípade, ak diplomová práca sa píše z aprobácie Matematika
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KPD/UZ/ŠSM/25  School pedagogy 2   SS        KPD/UZ/KKV/25  *(4)    
KINF/ŠSm/25  Informatics and methodology of teaching 3   SS  2      KINF/DI1/25  *(7)    
KMAT/ŠSMgr/25  Mathematics - state examination 3   SS        KMAT/TEC/25  *(7)    

 
 
Compulsory elective courses

Block - State Exam - Defense
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KINF/OBm/25  Master's thesis and its defence 8   OB  2      KINF/DS/25    
KMAT/DPO/25  Master's Thesis and Defense 8   OB        KMAT/DS/25    

 
 

Such a symbol can occur after the teaching range:
d - Days in a semester
h - Hours in a week
r - Hours in a year
s - Hours in a semester
t - Weeks in a semester
When none of these symbols are given, expected range of teaching is "hours in a week".
ther signs can occur next to the courses of the study programmes
! - course will not be implemented in the given academic year
+ - course will not be implemented, perhaps the next academic year
- - course is implemented for the last time

* - course has more prerequisites

Subject attribute in the study plan:
P - profile courses of the study programme