ne network rk ana nalysis in bibliometrics
Lovro Šubelj
University of Ljubljana, Faculty of Computer and Information Science CWTS ‘17
nalysis in bibliometrics ne network rk ana Lovro ubelj - - PowerPoint PPT Presentation
nalysis in bibliometrics ne network rk ana Lovro ubelj University of Ljubljana, Faculty of Computer and Information Science CWTS 17 ovenia chicken Sl Slov Pannonian flat like NL :) Alps 2864 m Ljubljana karst seaside
University of Ljubljana, Faculty of Computer and Information Science CWTS ‘17
Ljubljana Alps ≤ 2864 m seaside < 50 km :( karst caves & wine Pannonian flat like NL :)
Šubelj, L., Fiala, D., & Bajec, M. (2014). Scientific Reports, 4, 6496. Šubelj, L., Bajec, M., Boshkoska, B. M., et al. (2015). PLoS ONE, 10(5), e0127390.
Šubelj, L., & Bajec, M. (2013). In Proceedings of the LSNA ‘13, pp. 527–530. Šubelj, L., Žitnik, S., & Bajec, M. (2014). In Proceedings of the NetSci ’14, p. 1.
Šubelj, L., Van Eck, N. J., & Waltman, L. (2016).PLoS ONE, 11(4), e0154404.
different databases often give quite different conclusions
particular case of reliability of structure of citation networks
same problem in machine learning community
database reliability seen as consistency with other databases
Studentized statistics residuals ˆ xij Two-tailed Student statistics t-tests H0 : ˆ xij = 0 at P -value = 0.1 Student t-distribution with d.f. N − 2 ∃ρij : H1 ∀ˆ xij : H0 Pairwise Spearman correlations ρij Two-tailed Fisher independence z-tests H0 : ρij = 0 at P -value = 0.01 Standard normal distribution ∀ρij : H0 ∃ˆ xij : H1 Residuals mean ranks Ri One-tailed Friedman rank test H0 : Ri = Rj at P -value = 0.1 χ2-distribution with d.f. N − 1 H0 H1 Residuals mean ranks Ri Two-tailed Nemenyi post-hoc test H0 : Ri = Rj at P -value = 0.1 Studentized range with d.f. N25 H0
1 2 3 4
results robust to selection of networks, statistics, patterns etc.
P -value = 0.1
1 2 3 4 5 6
WoS Cora arXiv APS PubMed DBLP
A P→P
P -value = 0.1
1 2 3 4 5 6
WoS Cora arXiv APS PubMed DBLP P -value = 0.1
1 2 3 4 5 6
Cora arXiv WoS PubMed DBLP APS
A P→P B A↔A
P -value = 0.1
1 2 3 4 5 6
DBLP WoS Cora APS PubMed arXiv
C A−A
A B C
Šubelj, L., Fiala, D., & Bajec, M. (2014). Scientific Reports, 4, 6496. Šubelj, L., Bajec, M., Boshkoska, B. M., et al. (2015). PLoS ONE, 10(5), e0127390.
Šubelj, L., & Bajec, M. (2013). In Proceedings of the LSNA ‘13, pp. 527–530. Šubelj, L., Žitnik, S., & Bajec, M. (2014). In Proceedings of the NetSci ’14, p. 1.
Šubelj, L., Van Eck, N. J., & Waltman, L. (2016).PLoS ONE, 11(4), e0154404.
to reason about structure, evolution, dynamics, future etc.
y z a x i y z a x i y z a x i
y z a x i w v y z a x i w v
y z a x i w v y z a x i w v
y z a x i w v y z a x i w v
Šubelj, L., Fiala, D., & Bajec, M. (2014). Scientific Reports, 4, 6496. Šubelj, L., Bajec, M., Boshkoska, B. M., et al. (2015). PLoS ONE, 10(5), e0127390.
Šubelj, L., & Bajec, M. (2013). In Proceedings of the LSNA ‘13, pp. 527–530. Šubelj, L., Žitnik, S., & Bajec, M. (2014). In Proceedings of the NetSci ’14, p. 1.
Šubelj, L., Van Eck, N. J., & Waltman, L. (2016).PLoS ONE, 11(4), e0154404.
research areas or topics of papers
network clustering and partitioning
LCN2 seminar next Friday at 4pm in Snellius