Study plan - Approved
Study programme:
 M-Idb25 - Teaching Mathematics and Informatics - (Teacher preparation programme, bachelor I. deg., full time form)
Study field:
 38. - Teacher Training and Education Science
Person responsible for the delivery, development and quality of the study programme: Dr. habil. RNDr. Peter Csiba, PhD. - subprogramme Teaching mathematics
Person responsible for the delivery, development and quality of the study programme: prof. Krisztián Józsa, DSc. - subprogramme Teaching base
Person responsible for the delivery, development and quality of the study programme: PaedDr. Ladislav Végh, PhD. - subprogramme Teaching informatics
 

Study section
Compulsory courses

Block - Teaching Base Min. 16  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KPD/UZ/UDP/25  Introduction to pedagogical studies 3 2L  s  1  W  P    K. Horváth, P. Tóth, A. Tóth-Bakos, K. Józsa 
KPD/UZ/DID/25  General didactics and preparation for school observation 2 1L + 1S  s  1  S  P    P. Tóth, K. Horváth 
KPD/UZ/PPX1/25  Introductory pedagogical practice 1 25sP  a  1  S  P    T. Török 
KPD/UZ/TFV/25  Educational theory and educational philosophy 3 1L + 1S  s  2  W  P    E. Kopp, A. Híves-Varga, K. Józsa, P. Tóth 
KPD/UZ/PPX2/25  Pedagogical practice 2 1 25sP  a  2  S      T. Török 
KPD/UZ/PRP/25  Profession of teaching 2 2L  s  2  S  P    E. Kopp, A. Híves-Varga 
KPD/UZ/PPX3/25  Pedagogical practice 3 1 25sP  a  3  W      T. Török 
KPD/UZ/VVP/25  General and developmental psychology 2 2L  s  3  W      T. Strédl, A. Tóth-Bakos 
KPD/UZ/TPR/25  Theory and practice of the management of educational institutions 1 2L  s  3  S      K. Horváth, A. Nagyová, B. Kiss, A. Tóth-Bakos 


Block - Informatics Min. 50  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KINF/PR1/25  Programming 1 5 1L + 2P  s  1  W  P    L. Végh, M. Csóka 
KINF/UDI/25  Introduction to informatics 4 2L + 1S  s  1  W  P    J. Bukor 
KINF/PR2/25  Programming 2 5 2L + 2P  s  1  S  P    L. Végh, M. Csóka 
KINF/HW/25  Computer hardware 4 2P  s  1  S  P    A. Molnár, O. Takáč 
KINF/AP/25  Computer architecture 5 2L + 1P  s  2  W  P    O. Takáč 
KINF/PR3/25  Programming 3 4 1L + 2P  s  2  W  P    L. Végh, G. Kiss, M. Csóka 
KINF/DMI/25  Discrete mathematics for computer science 5 2L + 1S  s  2  S  P    J. Bukor 
KINF/TFJ/25  Formal languages and automata 4 1L + 2S  s  2  S  P    J. Bukor 
KINF/DS1/25  Database systems 4 1L + 2P  s  3  W  P    G. Kiss 
KINF/OS/25  Operating systems 5 1L + 2P  s  3  W  P    A. Várkonyiné Kóczy, Š. Gubo 
KINF/PS/25  Computer networks 3 2L + 1P  s  3  S  P    O. Takáč, G. Kocsis 
KINF/ROB1/25  Robotics 2 3P  h  3  S      D. Paksi 


Block - Mathematics Min. 49  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/UMA/25  Introduction to mathematical analysis 5 2L + 1S  s  1  W  P    F. Filip, K. Liptai 
KMAT/ZM/25  Basics of mathematics 4 1L + 2S  s  1  W  P    L. Szalay, P. Csiba, F. Filip 
KMAT/GE1/25  Geometry 1 4 2L + 1S  s  1  S  P    P. Csiba 
KMAT/LA/25  Linear algebra 5 2L + 1S  s  1  S  P    J. Tóth 
KMAT/ALG/25  Algebra 4 2L + 1S  s  2  W  P    F. Filip, L. Szalay 
KMAT/GE2/25  Geometry 2 5 2L + 1S  s  2  W  P    P. Csiba 
KMAT/MA2/25  Mathematical analysis 2 4 2L + 1S  s  2  S  P    K. Liptai 
KMAT/UTC/25  Introduction to number theory 5 2L + 1S  s  2  S  P    J. Tóth 
KMAT/DM/25  Discrete mathematics 5 2L + 1S  s  3  W  P    L. Szalay 
KMAT/MA3/25  Mathematical analysis 3 4 2L + 1S  s  3  W  P    F. Filip 
KMAT/GE3/25  Geometry 3 4 2L + 2S  s  3  S  P    P. Csiba 

 
 
Compulsory elective courses

Block - Bachelor's Seminar
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/BS/25  Bachelor’s Thesis Seminar 4 1S  h  3  W       
KINF/BS/25  Bachelor seminar 4 1S  h  3  W  P     


Block - Teaching Base Min. 11  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KPD/UZ/BCZ/25  Human biology and basics of first aid 2 1S  h  1  W  P     
KPD/UZ/ZPP/25  Basics of first aid and biology for teachers 2 1S  h  1  W       
KPD/UZ/RMK/25  Regional and minority culture 2 1L  h  1  S      K. Horváth, M. Nagy, B. Kiss, T. Mészáros, A. Tóth-Bakos 
KPD/UZ/PDI/25  Pedagogical diagnostics 2 1L  h  2  W  P    K. Józsa, E. Kopp, K. Szarka, D. Borbélyová 
KPD/UZ/MKO/25  Minority competencies 2 1L  h  1  S      K. Horváth, M. Nagy, B. Kiss, T. Mészáros, A. Tóth-Bakos 
KPD/UZ/PHO/25  Pedagogical evaluation 2 1L  h  2  W      K. Józsa, E. Kopp, K. Szarka, D. Borbélyová 
KPD/UZ/ZAP/25  Introduction to academic writing 2 1S  h  2  S  P     
KPD/UZ/MUV/25  Methods of learning and research 2 1S  h  2  S       
KPD/UZ/RPK/25  Gross motor development 2 1S  h  3  W       
KPD/UZ/TKZ/25  Movement culture and healthy lifestyle education 2 1S  h  3  W       
KPD/UZ/IPG/25  Inclusive pedagogy 1 1L  s  3  S      T. Strédl, A. Tóth-Bakos, A. Híves-Varga, E. Kopp 
KPD/UZ/IZS/25  Integrated student at school 1 1L  s  3  S      T. Strédl, A. Tóth-Bakos, A. Híves-Varga, E. Kopp 


Block - Informatics Min. 15  Credit
  + 4 credits for the Final Thesis Seminar, if the final thesis is prepared within the Informatics study program
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KINF/DEI/25  History of informatics and ICT 3 2S  s  1  W       
KINF/GED/25  Graphics editors 3 2P  h  1  W      Š. Gubo 
KINF/PP/25  Programming propaedeutics 3 2P  s  1  S      K. Czakóová 
KINF/SMP/25  Social, moral and legal context of computer systems development 3 2P  h  1  S      B. Vígh 
KINF/PER/25  Computer peripherals 3 1L + 1P  s  2  W      S. Szénási, A. Molnár 
KINF/PPY/25  Programming in Python 3 2P  h  2  W      M. Csóka 
KINF/PR4/25  Programming 4 3 2P  s  2  S      S. Szénási, G. Kiss, I. Felde 
KINF/TAP/25  Educational software development 3 2P  s  2  S      K. Czakóová 
KINF/INb/MOB2-IN/25  Experience equivalent to academic mobility - Teaching of informatics 3 2S  a  2         
KINF/INb/MOB1-IN/25  Student mobility related to graduate profile - Teaching of informatics 3 2S  a  2         
KINF/DBAU/25  Database application development 2 2P  h  3  W      N. Annuš, D. Paksi 
KINF/ZLD/25  Basics of air transport 2 2S  h  3  W       
KINF/TMA/25  Multimedia application development 1 2P  h  3  S      B. Vígh 
KINF/TPS/25  Pedagogical software creation 1 2P  s  3  S      K. Czakóová 


Block - Mathematics Min. 16  Credit
  In the first five semesters, one compulsory elective course must be taken per semester, while in the sixth semester, two elective courses must be taken from the compulsory elective courses.
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/RAN/25  Equations and inequalities 3 2S  s  1  W       
KMAT/SUA/25  Seminar on introduction to mathematical analysis 3 2S  h  1  W       
KMAT/SZM/25  Basics of Mathematics Seminar 3 2S  h  1  W       
KMAT/KSM/25  Chapters from High School Mathematics 3 2S  h  1  S       
KMAT/SG1/25  Geometry seminar 1 3 2S  h  1  S       
KMAT/SLA/25  Linear algebra seminar 3 2S  h  1  S       
KMAT/SAL/25  Algebra seminar 3 2S  h  2  W       
KMAT/SG2/25  Geometry seminar 2 3 2S  h  2  W       
KMAT/SA2/25  Mathematical analysis seminar 2 3 2S  h  2  S       
KMAT/TMT/25  Creation of mathematical text 3 2S  h  2  S       
KMAT/MAb/MOB2-MA/25  Experience equivalent to academic mobility - Teaching of mathematics 3 2S  a  2         
KMAT/MAb/MOB1-MA/25  Student mobility related to graduate profile - Teaching of mathematics 3 2S  a  2         
KMAT/SA3/25  Mathematical analysis seminar 3 2 2S  h  3  W       
KMAT/SDM/25  Discrete mathematics seminar 2 2S  h  3  W       
KMAT/KOM/25  Combinatorics 1 2S  s  3  S       
KMAT/STE/25  Seminar on number theory 1 2S  s  3  S       
KMAT/TGR/25  Graph theory 1 2S  s  3  S       
  + 4 credits for the Final Thesis Seminar, if the final thesis is prepared within the Mathematics study program

 
 
Elective courses

Block - Teaching Base Min. 5  Credit
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KPD/UZ/KONNJ/25  Conversation in the German language 1 1S  h  1, 2  W       
KPD/UZ/KONAJ/25  Conversation in the English language 1 1S  h  1, 2  W       
KPD/UZ/KONSJ/25  Conversation in the Slovak language 1 1S  h  1, 2  W       
KPD/UZ/TVD/25  Creative workshop 1 1P  h  1  W      T. Mészáros, C. Nagyová 
KPD/UZ/UFIK/25  Introduction to Finnish language and culture 1 1S  h  1, 2  W       
KPD/UZ/UGK/25  Introduction to Greek language and culture 1 1S  h  1, 2  W       
KPD/UZ/ULK/25  Introduction to Latin language and culture 1 1S  h  1, 2  W       
KPD/UZ/URJ/25  Introduction to Russian language and culture 1 1S  h  1, 2  W       
KPD/UZ/RAS/25  Family and school 1 1L  h  1  S      A. Híves-Varga, E. Kopp, A. Tóth-Bakos 
KPD/UZ/DTV/25  Digital technologies in the educational process 1 1S  h  2  W       
KPD/UZ/SOV/25  Sociology of education 1 1P  h  2  W      E. Kopp, B. Kiss, A. Híves-Varga 
KPD/UZ/ZTP/25  Global Citizens in Education: Fundamentals of Project Planning 1 1S  h  2  W       
KPD/UZ/KONAJ2/25  Conversation in the English language 2 1 1S  h  2, 3  S       
KPD/UZ/KONNJ2/25  Conversation in the German language 2 1 1S  h  2, 3  S       
KPD/UZ/MPP/25  Art-pedagogy-psychology, personal development course 1 1S  a  2  S       
KPD/UZ/STŽ/25  Professional training 1 20sP  a  2  S      K. Sýkora Hernády, B. Kiss, T. Török 
KPD/UZ/UFIK2/25  Introduction to Finnish language and culture 2 1 1S  h  2, 3  S       
KPD/UZ/ULK2/25  Introduction to Latin language and culture 2 1 1S  h  2, 3  S       
KPD/UZ/DOC-b/25  Volunteering, helping activities 1 20sP  a  3  S      A. Bognár, P. Židek, K. Sýkora Hernády, B. Kiss 

 
 

State exams
Compulsory courses

Block - State Exam Min. 6  Credit
  + 8 credits for the Thesis Defense, if the final thesis is prepared within the Informatics study program
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/ŠSBc/25  Mathematics - state examination 2   SS        KMAT/UMA/25  *(11)    
KPD/UZ/ŠSB/25  Theoretical foundations of education 2   SS        KPD/UZ/UDP/25  *(9)    
KINF/ŠS/25  Informatics 2   SS  3      KINF/UDI/25  *(12)    

 
 
Compulsory elective courses

Block - Bachelor's Thesis Defense
Abbreviation Name Credit Range End Year Sem. Attribute Prerequisites Teacher
KMAT/OBP/25  Bachelor’s Thesis and Defense 8   OB        KMAT/BS/25    
KINF/OB/25  Final thesis and its defence 8   OB  3      KINF/BS/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