Pulsatilla montana subsp. jankae (F. W. Schultz) Zämelis & Paegle, 1927
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publication ID |
https://doi.org/10.5091/plecevo.167734 |
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DOI |
https://doi.org/10.5281/zenodo.17474085 |
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persistent identifier |
https://treatment.plazi.org/id/177E4F75-CD41-5C7B-A070-B8336E87D296 |
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treatment provided by |
by Pensoft |
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scientific name |
Pulsatilla montana subsp. jankae (F. W. Schultz) Zämelis & Paegle |
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3.2. Pulsatilla montana subsp. jankae (F. W. Schultz) Zämelis & Paegle View in CoL ( Zämelis and Paegle 1927: 159)
Figs 1 C View Figure 1 , 2 View Figure 2
Distribution
Pulsatilla montana subsp. jankae , on the other hand, is newly reported for the flora of Kosovo. This taxon has been documented for Serbia in the Flora of Serbia ( Diklić 1992), although listed under the synonym Pulsatilla montana subsp. dacica Rummelsp. , but has not yet been recorded in Kosovo. It typically occurs at elevations between 400 and 900 m a. s. l. Based on the flower morphology (size and orientation of the flowers), the leaf division and the size and shape of the involucral bracts, our specimens from Kosovo correspond to P. montana subsp. jankae . This identification is supported by the diagnostic features described in the Flora of Serbia ( Diklić 1992), in particular the narrower, lanceolate basal leaves, the medium-sized nodding flowers and the linear, hairy bracts. These features clearly distinguish it from the morphologically similar P. montana subsp. bulgarica (C. Rosenthal) W. Zimm. and P. montana subsp. australis (Heuff.) Zämelis & Paegle.
Material examined
KOSOVO – Gjilan • Domorovcë ; 649 m; 19 Mar. 1988; fl.; F. Rexhepi 014-001575; UPH • Zubin Potok; 783 m; 17 Mar. 1990; fl.; S. Jakovljević 014-001576; UPH . – Prishtinë • Gërmi ; 42.666116°N, 21.223180°E; 861 m; 28 Mar. 2011; fl.; F. Krasniqi 018-002394; UPH GoogleMaps • Bërnicë ; 42.727766°N, 21.175133°E; 778 m; 21 Mar. 2018; fl.; N. Berisha 020-002763; UPH GoogleMaps .
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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