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Dejavniki motivacije v izbranem podjetju : magistrska naloga
Suzana Tomažič, 2022, master's thesis

Keywords: management, motivacija, podjetje, raziskava, zaposleni
Published in RUP: 21.03.2022; Views: 1167; Downloads: 118
.pdf Full text (951,06 KB)

44.
Menedžment raznolikosti v izbranih gospodarskih družbah : magistrska naloga
Suzana Žula, 2022, master's thesis

Keywords: menedžment, organizacija, planiranje, raziskava, raznolikost
Published in RUP: 18.03.2022; Views: 1456; Downloads: 56
.pdf Full text (1,35 MB)

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Ravnanje z industrijskimi odpadki v izbranem podjetju : diplomska naloga
Jani Jerman, 2022, undergraduate thesis

Keywords: gospodarska družba, management, naravno okolje, odpadki, ozaveščenost
Published in RUP: 28.02.2022; Views: 1446; Downloads: 72
.pdf Full text (935,58 KB)

47.
Spolno nadlegovanje med mladostniki : diplomska naloga
Mirzeta Bašić, 2022, undergraduate thesis

Keywords: mladostnik, spolno nadlegovanje, posledice
Published in RUP: 02.02.2022; Views: 1257; Downloads: 96
.pdf Full text (893,06 KB)

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A note on acyclic number of planar graphs
Mirko Petruševski, Riste Škrekovski, 2017, original scientific article

Abstract: The acyclic number ▫$a(G)$▫ of a graph ▫$G$▫ is the maximum order of an induced forest in ▫$G$▫. The purpose of this short paper is to propose a conjecture that ▫$a(G)\geq \left( 1-\frac{3}{2g}\right)n$▫ holds for every planar graph ▫$G$▫ of girth ▫$g$▫ and order ▫$n$▫, which captures three known conjectures on the topic. In support of this conjecture, we prove a weaker result that ▫$a(G)\geq \left( 1-\frac{3}{g} \right)n$▫ holds. In addition, we give a construction showing that the constant ▫$\frac{3}{2}$▫ from the conjecture cannot be decreased.
Keywords: induced forest, acyclic number, planar graph, girth
Published in RUP: 03.01.2022; Views: 1049; Downloads: 16
.pdf Full text (227,50 KB)

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