Matej Bel University

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.

E-learning course for scheduling of computer grid

Abstract: The aim of this work is to describe the design, implementation and evaluation of an e-learning course focused on scheduling jobs in a computer grid. These topics belong to applied informatics master's study program. Themes of grid scheduling are part of courses, term and research projects. Our course titled Research project uses inter-subject relations among distributed operating systems, optimization, softcomputing and architecture of computers.

The use of wood from degraded land for carbon sequestration.

Abstract: Wood and other biomass have the great potential of decreasing carbon dioxide emissions to the atmosphere, or at least mitigating the speed of the increase in the concentration of carbon dioxide. This paper presents an analysis of the possible use of degraded land – thermal power plant ash ponds – for the growth of fast-growing trees for fuel wood and the subsequent utilization of this fuel wood by means of a verified technique – co-combustion with coal, or a proposed technique – pyroly sis. Pyrolysis of wood with the combustion of pyrolysis gases and carbon sequestration would provide approximately 26% more favorable effects on climate change than the co-combustion of wood in a coal-fired boiler.

The role of organo-zeolitic material in supporting phytoremediation of a copper mining waste dump

Abstract: The effect of applying organo-zeolitic (OZ) amendment in supporting phytoremediation of a copper mine waste dump, using a substrate obtained from Ľubietova, Central Slovakia, was studied. Three pla...

On the Law of Large Numbers on IFS Events

Abstract: A probability theory on IFS events has been constructed in [2], and axiomatically in [4]. Here we use a general system of axioms for probabilities and observables. Using analogous results of probability theory on MV-algebras (see [6]) a version of the weak law of large numbers can be proved.