ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATION

Nowadays, quality Mathematical basis - Informatics is an inherent part of study. Mathematical basis is provided by Discrete Mathematics that is taught as a compulsory subject in stated study program in the Department of Mathematics. Authors clarify significance and importance of simple thematic unit...

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Main Authors: TURČÁNI, Milan, KUNA, Peter
Format: Article
Language:English
Published: Czech University of Life Sciences Prague 2013-03-01
Series:Journal on Efficiency and Responsibility in Education and Science
Subjects:
Online Access:http://dx.doi.org/10.7160/eriesj.2013.060101
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spelling doaj-56573020b0e5447090641d72b1c20f4c2020-11-24T23:09:51ZengCzech University of Life Sciences PragueJournal on Efficiency and Responsibility in Education and Science1803-16172013-03-016111310.7160/eriesj.2013.060101ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATIONTURČÁNI, Milan0KUNA, PeterUniverzita Konštantína FilozofaNowadays, quality Mathematical basis - Informatics is an inherent part of study. Mathematical basis is provided by Discrete Mathematics that is taught as a compulsory subject in stated study program in the Department of Mathematics. Authors clarify significance and importance of simple thematic units of subject Discrete Mathematics in teaching technical-system subjects in study programme Applied Informatics. Mentioned subject is being taught in first year of University study and knowledge that students acquire during the study of this course are the "cornerstone" for their further development in technical-system study. Justness and importance of individual topics were analysed based on the evaluation of questionnaires, in which pedagogues teaching professional IT subjects alloted weighted coefficients to individual thematic units. Weighted coefficients were alloted based on the significance of the given topic of the subject Discrete Math, with regard to the IT subject they are teaching. Upon designing the e-course, experience with the creation of linear and branch teaching software were used. For the simulation of the transition of students through individual lessons as well as the whole course, authors employed the method of the teaching process simulation using Petri nets.http://dx.doi.org/10.7160/eriesj.2013.060101Learning modelsE-learningDiscrete mathematicsPetri netsTechnology Web 2.0
collection DOAJ
language English
format Article
sources DOAJ
author TURČÁNI, Milan
KUNA, Peter
spellingShingle TURČÁNI, Milan
KUNA, Peter
ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATION
Journal on Efficiency and Responsibility in Education and Science
Learning models
E-learning
Discrete mathematics
Petri nets
Technology Web 2.0
author_facet TURČÁNI, Milan
KUNA, Peter
author_sort TURČÁNI, Milan
title ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATION
title_short ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATION
title_full ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATION
title_fullStr ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATION
title_full_unstemmed ANALYSIS OF SUBJECT DISCRETE MATHEMATICS PARTS AND PROPOSAL OF E-COURSE MODEL FOLLOWING PETRI NETS FOR INFORMATICS EDUCATION
title_sort analysis of subject discrete mathematics parts and proposal of e-course model following petri nets for informatics education
publisher Czech University of Life Sciences Prague
series Journal on Efficiency and Responsibility in Education and Science
issn 1803-1617
publishDate 2013-03-01
description Nowadays, quality Mathematical basis - Informatics is an inherent part of study. Mathematical basis is provided by Discrete Mathematics that is taught as a compulsory subject in stated study program in the Department of Mathematics. Authors clarify significance and importance of simple thematic units of subject Discrete Mathematics in teaching technical-system subjects in study programme Applied Informatics. Mentioned subject is being taught in first year of University study and knowledge that students acquire during the study of this course are the "cornerstone" for their further development in technical-system study. Justness and importance of individual topics were analysed based on the evaluation of questionnaires, in which pedagogues teaching professional IT subjects alloted weighted coefficients to individual thematic units. Weighted coefficients were alloted based on the significance of the given topic of the subject Discrete Math, with regard to the IT subject they are teaching. Upon designing the e-course, experience with the creation of linear and branch teaching software were used. For the simulation of the transition of students through individual lessons as well as the whole course, authors employed the method of the teaching process simulation using Petri nets.
topic Learning models
E-learning
Discrete mathematics
Petri nets
Technology Web 2.0
url http://dx.doi.org/10.7160/eriesj.2013.060101
work_keys_str_mv AT turcanimilan analysisofsubjectdiscretemathematicspartsandproposalofecoursemodelfollowingpetrinetsforinformaticseducation
AT kunapeter analysisofsubjectdiscretemathematicspartsandproposalofecoursemodelfollowingpetrinetsforinformaticseducation
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