Cameron-Liebler line classes in AG(3,q) von D'haeseleer, J., Mannaert, J., Storme, L., Švob, A.

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Gas chromatographic separation and identification of dimerization products of α-methylstyrene von Švob, A., Deur-Šiftar, D.J., Jarm, V.

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The serotonergic system and cognitive function von Švob Štrac, Dubravka, Pivac, Nela, Mück-Šeler, Dorotea

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LCD codes from equitable partitions of association schemes von Švob, Andrea

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New example of strongly regular graph with parameters ( 81 , 30 , 9 , 12 ) and a simple group A 5 as the automorphism group von Crnković, Dean, Švob, Andrea

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LCD subspace codes von Crnković, Dean, Švob, Andrea

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Self-Orthogonal Codes from Deza Graphs, Normally Regular Digraphs and Deza Digraphs von Crnković, Dean, Švob, Andrea

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Distance-regular graphs and new block designs obtained from the Mathieu groups von Crnković, Dean, Mostarac, Nina, Švob, Andrea

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Switching for 2-designs von Crnković, Dean, Švob, Andrea

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Formally self-dual LCD codes from two-class association schemes von Crnković, Dean, Grbac, Ana, Švob, Andrea

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Application of Tolerance Graphs to Combat COVID-19 Pandemic von Crnković, Dean, Švob, Andrea

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Self-orthogonal codes from equitable partitions of association schemes von Crnković, Dean, Rukavina, Sanja, Švob, Andrea

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E-PRIRUČNIK U NASTAVI STRANOGA JEZIKA STRUKE von Petanjek, Mirna, Švob, Ankica

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Neighbour-transitive codes and partial spreads in generalised quadrangles von Crnković, Dean, Hawtin, Daniel R., Švob, Andrea

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New Constructions of Divisible Design Cayley Graphs von Crnković, Dean, Švob, Andrea

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On Hadamard $ 2 $-$ (51, 25, 12) $ and $ 2 $-$ (59, 29, 14) $ designs von Danilović, Doris Dumičić, Švob, Andrea

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New example of strongly regular graph with parameters (81,30,9,12) and a simple group A5 as the automorphism group von Crnković, Dean, Švob, Andrea

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Transitive $t$-designs and strongly regular graphs constructed from linear groups $L(2,q)$‎, ‎$q leq 23 von Dean Crnković, Andrea Švob

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Medunarodni polozaj novih europskih zemalja (The International Position of New European Countries) von Grdesic, Ivan, Dokic, Nada Svob

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Strongly regular graphs with parameters (81, 30, 9, 12) and a new partial geometry von Crnković, Dean, Švob, Andrea, Tonchev, Vladimir D.

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