Institution
Matej Bel University
Education•Banská Bystrica, Slovakia•
About: Matej Bel University is a education organization based out in Banská Bystrica, Slovakia. It is known for research contribution in the topics: Tourism & Fuzzy set. The organization has 721 authors who have published 1497 publications receiving 11573 citations. The organization is also known as: Matej Bel & Univerzita Mateja Bela.
Topics: Tourism, Fuzzy set, Population, Context (language use), Higher education
Papers published on a yearly basis
Papers
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01 Nov 2017TL;DR: This paper deals with parallelization of the Quine-McCluskey algorithm, a method used for minimization of boolean functions, which is NP-hard and run-time of the algorithm grows exponentially with the number of variables.
Abstract: This paper deals with parallelization of the Quine-McCluskey algorithm. This algorithm is a method used for minimization of boolean functions. The algorithm has a limitation when dealing with more than four variables. The problem computed by this algorithm is NP-hard and run-time of the algorithm grows exponentially with the number of variables. It is possible to adapt the Quine-McCluskey algorithm for running on a parallel computing system. The graphics processing units (GPUs) brings acceleration of computing process. This solution differs from the previous solution in the use of bit fields. Parallelization of the algorithm is implemented through Compute Unified Device Architecture (CUDA).
4 citations
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TL;DR: In this article, the authors give an axiomatic definition of the topological entropy for continuous interval maps and, in such a way, shed some more light on the importance of the different properties of the entropy in this setting.
Abstract: The aim of this paper is to give an axiomatic definition of the topological entropy for continuous interval maps and, in such a way, to shed some more light on the importance of the different properties of the topological entropy in this setting. We give two closely related axiomatic definitions of topological entropy and an axiomatic characterization of the topological chaos.
4 citations
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TL;DR: This paper provides a unifying framework for a range of categorical constructions characterised by universal mapping properties, within the realm of compactifications of discrete structures, with explicit description of the natural extension which is particularly amenable for any prevariety of algebras with a finite, dualisable, generator.
Abstract: This paper provides a unifying framework for a range of categorical constructions characterised by universal mapping properties, within the realm of compactifications of discrete structures. Some classic examples fit within this broad picture: the Bohr compactification of an abelian group via Pontryagin duality, the zero-dimensional Bohr compactification of a semilattice, and the Nachbin order-compactification of an ordered set.
The notion of a natural extension functor is extended to suitable categories of structures and such a functor is shown to yield a reflection into an associated category of topological structures. Our principal results address reconciliation of the natural extension with the Bohr compactification or its zero-dimensional variant. In certain cases the natural extension functor and a Bohr compactification functor are the same, in others the functors have different codomains but may agree on all objects. Coincidence in the stronger sense occurs in the zero-dimensional setting precisely when the domain is a category of structures whose associated topological prevariety is standard. It occurs, in the weaker sense only, for the class of ordered sets and, as we show, also for infinitely many classes of ordered structures.
Coincidence results aid understanding of Bohr-type compactifications, which are defined abstractly. Ideas from natural duality theory lead to an explicit description of the natural extension which is particularly amenable for any prevariety of algebras with a finite, dualisable, generator. Examples of such classes---often varieties---are plentiful and varied, and in many cases the associated topological prevariety is standard.
4 citations
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TL;DR: This first comprehensive checklist of chironomid ecology, diversity and distribution provides a good starting point for those studying Chironomidae or other freshwater Diptera, in Croatia and Europe.
Abstract: The family of non-biting midges (Diptera, Chironomidae) represent one of the most common and abundant group in freshwaters, inhabiting a wide variety of habitats and ecological niches. Although there is a long tradition of limnological research in Croatia, to date no extensive species list has been made for this insect family. Thus, we summarized the results of our research and reviewed published data on chironomid fauna of Croatia in various freshwater habitat types, including extreme ones, such as caves, peatbogs or marine littoral. A total of 239 species were recorded representing five subfamilies: Chironominae (125 species) Orthocladiinae (83 species), Tanypodinae (23 species), Diamesinae (6 species) and Prodiamesinae (2 species). The most frequent species were Cricotopus bicinctus, Dicrotendipes nervosus, Synorthocladius semivirens, each found in more than 20% of the studied localities. Ablabesmyia monilis and Procladius choreus represented the most frequent Tanypodinae species, recorded in more than 12% and 17% of the sites, respectively. The research of chironomid ecology, diversity and distribution continues, which will provide new data and information, but this first comprehensive checklist provides a good starting point for those studying Chironomidae or other freshwater Diptera, in Croatia and Europe.
4 citations
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01 Jan 2017TL;DR: In this article, the magnitude, composition, temporal and spatial patterns of mammal road mortality were assessed along some sections of two different road types (I/51 and R1) connecting the towns of Banská Bystrica, Zvolen and Banskala Štiavnica (Central Slovakia).
Abstract: Abstract The magnitude, composition, temporal and spatial patterns of mammal road mortality were assessed along some sections of two different road types (I/51 and R1) connecting the towns of Banská Bystrica, Zvolen and Banská Štiavnica (Central Slovakia). Road kills were surveyed using a car, three or four times per week from March 2008 to December 2012. We conducted 440 surveys, traveling a total of 39,700 km, and recorded 5,416 road mortality events (120 kills per km on average). Mammals were represented by 693 individuals (12.8% of the total number of carcasses) identified into 20 species and categories, respectively. The most frequently identified species were fox, hedgehog and domestic cat, a substantial part fell into the category of small mammals, as they could not be mostly identified to a genus. We found significant temporal and spatial differences in the magnitude of road-kills and identified several road segments as mortality hotspots both for all observations and for each season. Using logistic models we found significant relationships between the number and composition of the mammal casualties and higher proportion of arable land, built-up areas and roads in the landscape bordering the roads. Road topography was found to be among the important variables in explaining road-kills as carnivores were most susceptible to be killed on the raised segments and insectivores and herbivore mammals on the raised or buried segments of the roads. Construction of the fence along the R1 expressway in 2010 was related to significant decrease in road-kills, however, significantly higher mortality level was recorded at the segments with the underpass where streams with line riparian vegetation are crossed by the road. This effect was not identified at segments with expressway feeders. This finding suggests that the line vegetation continues to serve as migration corridor and leads animals to the R1 road where they find defects in fencing and try to cross through them and enter the road.
4 citations
Authors
Showing all 749 results
Name | H-index | Papers | Citations |
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Gareth Jones | 91 | 655 | 30290 |
Michal Meres | 71 | 260 | 14850 |
Alexander Rosa | 30 | 127 | 2741 |
Robert Zaleśny | 25 | 95 | 1658 |
Ľubomír Švorc | 25 | 92 | 1636 |
Evgeni E. Kolomeitsev | 24 | 96 | 2727 |
Heribert Reis | 23 | 56 | 1130 |
Ivan Černušák | 20 | 96 | 1362 |
Beloslav Riečan | 19 | 89 | 1123 |
Boris Tomasik | 16 | 138 | 792 |
Peter Pristaš | 16 | 138 | 1110 |
Juraj Nemec | 15 | 179 | 1125 |
Polina Lemenkova | 15 | 105 | 743 |
Uglješa Stankov | 15 | 68 | 717 |
Roman Nedela | 15 | 31 | 765 |