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1.
Cyclic m-DCI-groups and m-CI-groups
István Kovács, Luka Šinkovec, 2025, original scientific article

Abstract: Based on the earlier work of Li from 1997 and Dobson from 2008, in this paper we complete the classification of cyclic m-DCI-groups and m-CI-groups. For a positive integer m such that m ≥ 3, we show that the group ℤ_(n) is an m-DCI-group if and only if n is not divisible by 8 nor by p² for any odd prime p < m. Furthermore, if m ≥ 6, then we show that ℤn is an m-CI-group if and only if either n ∈ {8, 9, 18}, or n ∉ {8, 9, 18} and n is not divisible by 8 nor by p² for any odd prime p < (m - 1)/2.
Keywords: Cayley graph, cyclic group, m-CI-group, m-DCI-group
Published in RUP: 01.04.2025; Views: 228; Downloads: 6
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2.
The group C[sub]2[sup]4[times]C[sub]q is a DCI-group
István Kovács, Grigory Ryabov, 2021, original scientific article

Keywords: isomorphism, DCI-groups, Schur rings
Published in RUP: 24.11.2021; Views: 1870; Downloads: 27
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Lists of Uzbek Stopwords
Khabibulla Madatov, Shukurla Bekchanov, Jernej Vičič, 2021, complete scientific database of research data

Keywords: stopwords, collection, uzbek language
Published in RUP: 18.11.2021; Views: 2528; Downloads: 32
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