Faculty of Mathematics and Computer Science

syllabi of the specialization: Mathematics (teaching in Hungarian)

academic year: 2026-2027

1st Semester

Subject Code ECTS credits Language Type Uploaded by Upload date
Compulsory courses
Algorythms and programmingMLM51083HungarianCompulsoryVass Balázs01.05.2026
Proof techniquesMLM00833HungarianCompulsorySzilágyi Géza Zsolt01.05.2026
Mathematical analysis 1MLM00015HungarianCompulsoryLukács Andor01.05.2026
Analytic geometryMLM00785HungarianCompulsoryMezei Ildikó01.05.2026
Algebra 1 (linear algebra)MLM00195HungarianCompulsorySzántó Csaba-Lehel01.05.2026
Mathematical logicMLM00235HungarianCompulsorySzántó Csaba-Lehel01.05.2026
Subjects for optional course 1
The basics of programmingMLM51074HungarianOptionalMolnár Botond01.05.2026
Basic mathematicsMLM00184HungarianOptionalLukács Andor01.05.2026
Facultative courses
Advanced problem-solving strategies in mathematicsMLM31254HungarianFacultativeLukács Andor01.05.2026

2nd Semester

Subject Code ECTS credits Language Type Uploaded by Upload date
Compulsory courses
Object-oriented programmingMLM50066HungarianCompulsoryDarvay Zsolt01.05.2026
Basics of data structuresMLM52515HungarianCompulsoryVass Balázs01.05.2026
TopologyMLM00825HungarianCompulsoryLászló Tamás01.05.2026
Mathematical softwareMLM00264HungarianCompulsoryVas Orsolya01.05.2026
Advanced problem-solving strategies in mathematicsMLM20023HungarianCompulsoryLukács Andor01.05.2026
Mathematical analysis 2 (differential calculus on r^n)MLM00065HungarianCompulsoryFinta Zoltán19.05.2026
Algebra 2 (basic algebraic structures)MLM00215HungarianCompulsorySzántó Csaba-Lehel01.05.2026
Facultative courses
Fundamentals of humanities (argumentation theory)FEU000X3EnglishFacultativeLupsa Dana01.05.2026
Fundamentals of humanities (argumentation theory)FEU000X3RomanianFacultativeLupsa Dana01.05.2026

3rd Semester

Subject Code ECTS credits Language Type Uploaded by Upload date
Compulsory courses
Real functionsMLM00035HungarianCompulsorySzilágyi Géza Zsolt01.05.2026
Geometry of curves and surfacesMLM00795HungarianCompulsoryMezei Ildikó01.05.2026
Differential equationsMLM00095HungarianCompulsoryAndrás Szilárd Károly01.05.2026
Discrete dynamical systemsMLM00695HungarianCompulsoryAndrás Szilárd Károly01.05.2026
Numerical analysisMLM00275HungarianCompulsoryVas Orsolya01.05.2026
Subjects for optional course 2
Counting problems and classical probabilityMLM31265HungarianOptionalAndrás Szilárd Károly01.05.2026

4th Semester

Subject Code ECTS credits Language Type Uploaded by Upload date
Compulsory courses
Affine geometryMLM00805HungarianCompulsorySzilágyi Géza Zsolt01.05.2026
Complex analysisMLM00086HungarianCompulsoryLászló Tamás01.05.2026
Probability theoryMLM00295HungarianCompulsorySoós Anna01.05.2026
Number theoryMLM00224HungarianCompulsoryLukács Andor01.05.2026
Theoretical mechanicsMLM00255HungarianCompulsoryKajántó Sándor01.05.2026
Subjects for optional course 3
Special chapters from algebraMLM00485HungarianOptionalSzántó Csaba-Lehel01.05.2026
Special topics in mathematical analysisMLM00345HungarianOptionalFinta Zoltán19.05.2026

5th Semester

Subject Code ECTS credits Language Type Uploaded by Upload date
Compulsory courses
Mathematical statisticsMLM00305HungarianCompulsorySoós Anna01.05.2026
Subjects for optional course 4
Complements to synthetic geometryMLM31284HungarianOptionalMezei Ildikó01.05.2026
Subjects for optional course 5
Differential topology and geometryMLM00854HungarianOptionalLászló Tamás01.05.2026
Subjects for optional course 6
Methods of documentation and scientific writingMLM20054HungarianOptionalLukács Andor01.05.2026

6th Semester

Subject Code ECTS credits Language Type Uploaded by Upload date
Compulsory courses
Optimization techniquesMLM00055HungarianCompulsoryDarvay Zsolt01.05.2026
Partial differential equationsMLM00116HungarianCompulsoryKajántó Sándor01.05.2026
Subjects for optional course 7
Introduction to algebraic geometryMLM00866HungarianOptionalLászló Tamás01.05.2026
Subjects for optional course 8
Complements to solid geometryMLM31306HungarianOptionalMezei Ildikó01.05.2026
Subjects for optional course 9
History of computer scienceMLM70074HungarianOptionalSzenkovits Annamaria01.05.2026