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3. Political Philosophy : Study notes for the Philosophy course, MA in Political Sciences – International relation end economic diplomacy. First edition.Simona Kustec, Andreja Pegan, other educational material Abstract: The structure of the study material is based on the lecture and seminar notes that have been prepared for the students of the MA study programme of Political Sciences – International relations and economic diplomacy at the University of Primorska, Faculty of Management. Study material is structured into six parts. The first part is devoted to the introduction to philosophy, encompassing elementary definitions and descriptions of its branches, with a special emphasis made to political philosophy. In the second part, the historically main leading political thinkers and their thoughts are presented, being further on theoretically comprehensively presented through main political philosophical concepts (in the third part of the study material) and political ideologies in the fourth part. The fifth part is devoted to the presentation of the main virtues of the so called non-Western political ideologies and their thoughts. The last, sixth part is a compendium of cited and recommended fundamental references of the topics and issues of political philosophy study manuals. The purpose of these notes is to complement lectures and students’ readings.
Keywords: political philosophy, history of political thought, political philosophers, political ideologies and concepts, political philosophy in non-Western world
Published in RUP: 24.01.2023; Views: 879; Downloads: 0
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4. Karierni razvoj: teorije, metodologije in prakse : Študijsko gradivo pri predmetu Karierni razvoj. Prva izdajaSimona Kustec, 2022, other educational material Abstract: Gradivo je v prvi vrsti namenjeno študentom višješolskega in visokošolskega programa pri predmetu Karierni razvoj na Fakulteti za management Univerze na Primorskem. Razdeljeno je v tri večje sklope, ki zajemajo teoretski, metodološki in praktični del.
V teoretskem delu so predstavljene temeljne opredelitve, zgodovina, teorije in modeli. Drugi delu gradiva je oprt na številnih podatkovnih dejstvih ter opisih primerov iz t.i. nezahodnih predelov sveta. Bistveni namen takšnega pristopa je študente vpeljati v svet realnega vsakodnevnega delovanja. Kot zaključni del gradiva služijo temeljna navodila osnovnih vaj za utrjevanje predhodno prikazane snovi ter nabor izhodiščne mednarodne znanstvene ter strokovne literature in virov s področja kariernega razvoja.
Keywords: kariera, karierni razvoj, teorije, modeli, metodologija, praksa, management, zgodovina, delo, izobraževanje, država
Published in RUP: 07.11.2022; Views: 1213; Downloads: 67
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7. A novel characterization of cubic Hamiltonian graphs via the associated quartic graphsSimona Bonvicini, Tomaž Pisanski, 2017, original scientific article Abstract: We give a necessary and sufficient condition for a cubic graph to be Hamiltonian by analyzing Eulerian tours in certain spanning subgraphs of the quartic graph associated with the cubic graph by 1-factor contraction. This correspondence is most useful in the case when it induces a blue and red 2-factorization of the associated quartic graph. We use this condition to characterize the Hamiltonian ▫$I$▫-graphs, a further generalization of generalized Petersen graphs. The characterization of Hamiltonian ▫$I$▫-graphs follows from the fact that one can choose a 1-factor in any ▫$I$▫-graph in such a way that the corresponding associated quartic graph is a graph bundle having a cycle graph as base graph and a fiber and the fundamental factorization of graph bundles playing the role of blue and red factorization. The techniques that we develop allow us to represent Cayley multigraphs of degree 4, that are associated to abelian groups, as graph bundles. Moreover, we can find a family of connected cubic (multi)graphs that contains the family of connected ▫$I$▫-graphs as a subfamily.
Keywords: generalized Petersen graphs, I-graphs, Hamiltonian cycles, Eulerian tours, Cayley multigraphs
Published in RUP: 03.01.2022; Views: 797; Downloads: 16
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