Campanula andrewsii var. pelia Hausskn. & Sint. ex Halácsy, Magyar Bot. Lapok
publication ID |
https://doi.org/ 10.11646/phytotaxa.493.1.1 |
persistent identifier |
https://treatment.plazi.org/id/285787A9-FFAE-6030-FB98-F8D5628A920A |
treatment provided by |
Marcus |
scientific name |
Campanula andrewsii var. pelia Hausskn. & Sint. ex Halácsy, Magyar Bot. Lapok |
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Campanula andrewsii var. pelia Hausskn. & Sint. ex Halácsy, Magyar Bot. Lapok View in CoL 11 (5–8): 170. 1912.
Current name: Campanula pelia
Lectotype:—[ Greece] Volo : Lechonia, ad rupes: 28 April 1896, P. E. E. Sintenis 1 ( WU 0064247 ) . Syntype:—[ Greece] Karla See in Thessalien: 18 May 1894, O . Reiser s.n. ( WU 0064246 ) .
Lectotype designated by Turner (2013: 4).
Campanula flagellaris Halácsy, Denkschr. Kaiserl. Akad. Wiss. , Wien. Math.-Naturwiss. Kl. 61: 246–247. 1894, nom. illeg.: non Campanula flagellaris Kunth in Humboldt, Bonpland & Kunth, Nov. gen. sp. 3 (12): 301. 1819.
Current name: Campanula tymphaea
Syntypes:—[ Greece] Epirus borealis-orientalis. In herbidis regionis superioris mt. Peristeri. Alt. 1700 m: 14 July 1893, E . von Halácsy s.n. ( WU 0078228 , WU 0078229 ).—[ Greece] Pindus Tymphaeus: in summi montis Zygós supra Metzovó regione sylvatica, alt. 4500’–5000’: 19–20 July 1885, T. H. H . von Heldreich s.n. ( WU 0078227 ) .
Campanula hawkinsiana Hausskn. & Heldr. in Haussknecht, Mitt. Geogr. Ges. (Thüringen) Jena 5 (3, Bot. Ver. Gesamtthür.): 87. 1887c.
Current name: Campanula hawkinsiana
Syntype:—[ Greece] Pindus Tymphaeus , in valle superiori Penei prope Uraneus et Malakasi, in rupium fissuris et in lapidosis, alt. 2500’–4000’: 17–18 July 1885, T. H. H . von Heldreich 856 ( WU 0078243 ) .
P |
Museum National d' Histoire Naturelle, Paris (MNHN) - Vascular Plants |
E |
Royal Botanic Garden Edinburgh |
O |
Botanical Museum - University of Oslo |
T |
Tavera, Department of Geology and Geophysics |
H |
University of Helsinki |
No known copyright restrictions apply. See Agosti, D., Egloff, W., 2009. Taxonomic information exchange and copyright: the Plazi approach. BMC Research Notes 2009, 2:53 for further explanation.
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