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Email:
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danica.studenovska@upjs.sk | |
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Homepage:
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https://www.upjs.sk/PF/zamestnanec/danica.studenovska | |
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Faculty:
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PF UPJŠ
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Pavol Jozef Šafárik University in Košice, Faculty of Science
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Department:
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ÚMAT
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Institute of Mathematics
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Office:
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SJ1O51 | |
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Phone:
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+421 55 2334 2580 | |
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ORCID ID:
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0000-0003-0796-9255 |
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Overview of the responsibility for
the delivery, development and quality assurance of the study programme or its part
at the university in the current academic year
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Study programme: Mathematics, study field: Mathematics, bachelor degree
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Study programme: Management Mathematics, study field: Mathematics, master degree
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Study programme: Discrete Mathematics, study field: Mathematics, doctoral degree
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Profile courses
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ÚMV/ALG1b/10 - Algebra II - Mathematics, bachelor degree
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ÚMV/ALA/10 - Applied Linear Algebra - Management Mathematics, master degree
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ÚMV/dUAL/10 - Universal Algebra - Discrete Mathematics, doctoral degree
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ÚMV/ALG2b/10 - Algebra II - two major study, bachelor degree
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Overview of the responsibility for
the development and quality of the field of habilitation procedure and inaugural procedure
in the current academic year
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Name of the field of habilitation procedure and inaugural procedure:
Mathematics, study field to which it is assigned: Mathematics
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Selected publications
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Gábor Czédli , Danica Jakubíková-Studenovská, Large rigid sets of algebras with respect to embeddability, Math. Slovaca 66 (2016), No. 2, 401–406. |
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M. Černegová, D. Jakubíková–Studenovská: Reconstructability of a monounary algebra from its second centralizer, Communications in Algebra, Volume 45, 2017, Issue 11, 4656-4666. |
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Z. Farkasová, D. Jakubíková–Studenovská, The lattice of convex subsets of a monounary algebra, Bulletin of the Malaysian Mathematical Sciences Society, 40(2), 583-597 (2017), DOI 10.1007/s40840-017-0456-1. |
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D. Jakubíková–Studenovská, L. Janičková: Construction of a complementary quasiorder, Algebra and Discrete Mathematics,Volume 25 (2018). Number 1, 39–55. |
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D. Jakubíková–Studenovská, R. Pöschel, S. Radeleczki, The lattice of congruence lattices of algebras on a finite set, Algebra Univers. (2018) 79: 4. |
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Selected projects
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VEGA 1/0097/18 Algebraic structures with order, 2018-21, principal investigator |
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VEGA 1/0063/14 Algebraic structures with order, 2014-17, principal investigator |
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VEGA 1/0152/22 Algebraic structures with order, 2022-25, investigator |
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Projects
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Leader of the research project VEGA 1/4379/97 Algebraic structures 1997-1999
Leader of the research project VEGA 1/7468/20 Algebraic structures 2000-2002 Leader of the research project VEGA 1/0423/03 Algebraic structures 2003-2005 Leader of the research project VEGA 1/0423/03 Algebraic structures 2006-2008 |
