These authors contributed equally to this work.
Extensive range persistence in peripheral and interior refugia characterizes Pleistocene range dynamics in a widespread Alpine plant species (Senecio carniolicus, Asteraceae)
Version of Record online: 25 JAN 2012
© 2012 Blackwell Publishing Ltd
Volume 21, Issue 5, pages 1255–1270, March 2012
How to Cite
ESCOBAR GARCÍA, P., WINKLER, M., FLATSCHER, R., SONNLEITNER, M., KREJČÍKOVÁ, J., SUDA, J., HÜLBER, K., SCHNEEWEISS, G. M. and SCHÖNSWETTER, P. (2012), Extensive range persistence in peripheral and interior refugia characterizes Pleistocene range dynamics in a widespread Alpine plant species (Senecio carniolicus, Asteraceae). Molecular Ecology, 21: 1255–1270. doi: 10.1111/j.1365-294X.2012.05456.x
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- Issue online: 23 FEB 2012
- Version of Record online: 25 JAN 2012
- Received 29 June 2011; revision received 5 December 2011; accepted 9 December 2011
Appendix S1 Details of the phylogenetic analyses of the Incani clade.
Fig. S1 Phylogenetic relationships of Senecio carniolicus and related species (i.e., the Incani clade).
Fig. S2 Population dendrogram based on agglomerative hierarchical clustering using geographic distances.
Fig. S3 Principal Coordinate Analysis of AFLP data.
Fig. S4 Population graphs network of AFLP data at the population level.
Fig. S5 Bayes Factor support for diffusion rates in the discrete non-reversible geographic diffusion model under different parameterizations.
Table S1 Population numbers, sampling locations and their coordinates, number of analysed individuals, population diversity measures, ITS ribotypes, plastid haplotypes, and GenBank accession numbers
Table S2 Sampling localities and their coordinates as well as GenBank accession numbers of four plastid regions for outgroup species of the Incani clade
Table S3 Newly designed internal primers for three plastid spacer regions
Table S4 Sequence statistics
Table S5 Bayes Factor support for geographic diffusion rates under the reversible discrete model
Table S6 Bayes Factor support for geographic diffusion rates under the non-reversible discrete model
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