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Email:
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miroslav.ploscica@upjs.sk | |
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Homepage:
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https://www.upjs.sk/PF/zamestnanec/miroslav.ploscica | |
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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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SJ1O89 | |
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Phone:
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+421 55 234 2553 | |
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ORCID ID:
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0000-0002-8958-5871 |
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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: Managerial 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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Algebra III, ÚMV/ALG1c/10 - Mathematics, bachelor degree
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Group Theory, ÚMV/TGP/10 - managerial mathematics, master degree
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Group Theory, ÚMV/dTGR/10 - Discrete mathematics, doctoral degree
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Lattice Theory, ÚMV/dTZV/10 - Discrete mathematics, doctoral 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:
Theory of Mathematics Teaching, study field to which it is assigned: Mathematics
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Selected publications
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Ploščica M., Uncountable critical points for congruence lattices, Algebra Universalis 76(2016), 415-429. Q3, citations: 1 |
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Guričan J., Ploščica M., The strong endomorphism kernel property for modular p-algebras and for distributive lattices, Algebra Universalis 75(2016), 243-255. Q3, citations: 5 |
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Ploščica M., Evaporation schemes in congruence lattices of majority algebras, Colloquium Math. 159(2020), 195-206. Q2 |
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Badawy A. E., Haviar M., Ploščica M., Congruence pairs of principal MS-algebras and perfect extensions, Mathematica Slovaca 70 (2020), 1275-1288. Q2 |
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Ploščica M., Diagram induced properties of congruence lattices, Algebra Universalis 82(2021), https://doi.org/10.1007/s00012-021-00723-8. Q3 |
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Selected projects
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VEGA 1/0063/14, Algebraical structures with order, 2014-2017, deputy project leader |
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VEGA 1/0097/18 Algebraical structures with order, 2018-2021, deputy project leader |
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VEGA 1/0125/22 Ordered algebraical structures, 2022-2025, project leader |
