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Statistika RUP

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Bibliografija osebe. Seznam zajema vsa gradiva in ne le tista, kje je oseba mentor.

Doktorska dela (1)

  1. Nina Chiarelli: Novi koncepti in rezultati v teoriji dominacije in prirejanj v grafih

Diplomska dela (2)

  1. Nina Chiarelli: Vizingov izrek in snarki
  2. Anja Hofbauer: Pragovni grafi

Druga dela (11)

  1. Nina Chiarelli, Martin Milanič: Linear separation of connected dominating sets in graphs
  2. Endre Boros, Nina Chiarelli, Martin Milanič: Equistarable bipartite graphs
  3. Nina Chiarelli, Tatiana Romina Hartinger, Valeria Alejandra Leoni, Marina Inés Lopez Pujato, Martin Milanič: Improved algorithms for k-domination and total k-domination in proper interval graphs
  4. Nina Chiarelli, Martin Milanič: Linear separation of connected dominating sets in graphs
  5. Nina Chiarelli, Tatiana Romina Hartinger, Valeria Alejandra Leoni, Marina Inés Lopez Pujato, Martin Milanič: New algorithms for weighted k-domination and total k-domination problems in proper interval graphs
  6. Martin Milanič, Jesse Beisegel, Nina Chiarelli, Ekkehard Köhler, Matjaž Krnc, Nevena Pivač, Robert Scheffler, Martin Strehler: Edge elimination schemes of weighted graph classes, Workshop on Graph Modification algorithms, experiments and new problems, 23rd - 24th January 2020, Bergen, Norway
  7. Nina Chiarelli, Matjaž Krnc, Martin Milanič, Ulrich Pferschy, Nevena Pivač, Joachim Schauer: Fair packing of independent sets
  8. Jesse Beisegel, Nina Chiarelli, Ekkehard Köhler, Matjaž Krnc, Martin Milanič, Nevena Pivač, Robert Scheffler, Martin Strehler: Edge elimination and weighted graph classes
  9. Nina Chiarelli, Berenice Martínez-Barona, Martin Milanič, Jérôme Monnot, Peter Muršič: Strong cliques in diamond-free graphs
  10. Nina Chiarelli, Berenice Martínez-Barona, Martin Milanič, Jérôme Monnot, Peter Muršič: Strong cliques in diamond-free graphs
  11. Nina Chiarelli, Clément Jean Dallard, Andreas Darmann, Stefan Lendl, Martin Milanič, Peter Muršič, Nevena Pivač, Ulrich Pferschy: Allocating indivisible items with minimum dissatisfaction on preference graphs
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