Hamiltonian cycles in Cayley graphs whose order has few prime factors

Autor: Kutnar, K., Marusic, D., Morris, D. W., Morris, J., Sparl, P.

We prove that if Cay(G;S) is a connected Cayley graph with n vertices, and the prime factorization of n is very small, then Cay(G;S) has a hamiltonian cycle. More precisely, if p, q, and r are distinct primes, then n can be of the form kp with k < 32

Externí odkaz: http://arxiv.org/abs/1009.5795

Semisymmetric elementary abelian covers of the M\'obius-Kantor graph

Autor: Malnic, A., Marusic, D., Miklavic, S., Potocnik, P.

Let $\p_N \colon \tX \to X$ be a regular covering projection of connected graphs with the group of covering transformations isomorphic to $N$. If $N$ is an elementary abelian $p$-group, then the projection $\p_N$ is called $p$-elementary abelian. The

Externí odkaz: http://arxiv.org/abs/math/0510383

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Clinical Decision-Making for Appendectomy in Kosovo: A Conjoint Analysis.

Autor: Hoxha I; The Dartmouth Institute for Health Policy and Clinical Practice, Geisel School of Medicine at Dartmouth, Lebanon, NH 03766, USA.; Evidence Synthesis Group, 10000 Prishtina, Kosovo.; Research Unit, Heimerer College, 10000 Prishtina, Kosovo.; Lux Development, 10000 Prishtina, Kosovo., Duraj B; General Hospital of Prizren, 20000 Prizren, Kosovo., Xharra S; General Hospital of Prizren, 20000 Prizren, Kosovo.; General Hospital of Gjilan, 60000 Gjilan, Kosovo., Avdaj A; General Hospital of Prizren, 20000 Prizren, Kosovo., Beqiri V; The Faculty of Medicine, University of Rijeka, 51000 Rijeka, Croatia., Grezda K; Evidence Synthesis Group, 10000 Prishtina, Kosovo.; Research Unit, Heimerer College, 10000 Prishtina, Kosovo., Selmani E; Evidence Synthesis Group, 10000 Prishtina, Kosovo.; Research Unit, Heimerer College, 10000 Prishtina, Kosovo., Avdiu B; Lux Development, 10000 Prishtina, Kosovo., Cegllar J; Lux Development, 10000 Prishtina, Kosovo., Marušič D; Lux Development, 10000 Prishtina, Kosovo., Osmani A; Lux Development, 10000 Prishtina, Kosovo.

Publikováno v: International journal of environmental research and public health [Int J Environ Res Public Health] 2022 Oct 28; Vol. 19 (21). Date of Electronic Publication: 2022 Oct 28.