Buglossoides Moench
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publication ID |
https://doi.org/10.5281/zenodo.305475 |
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persistent identifier |
https://treatment.plazi.org/id/03C287E6-FFE4-5573-EE8A-6DBBFA061EB6 |
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treatment provided by |
Plazi |
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scientific name |
Buglossoides Moench |
| status |
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6. Buglossoides Moench View in CoL 1
Like Lithospermum but annual or perennial herbs or dwarf shrubs; cymes all terminal; corolla white, blue or purple, infundibuliform or hypocrateriform, with 5 longitudinal bands of hairs inside, without invaginations, the annulus sometimes discontinuous; stamens sometimes inserted near base of tube; nutlets sometimes tuberculate.
1 Perennial; corolla 12-20 mm; nutlets smooth or punctatereticulate, white or yellowish, shining
2 Flowering stems procumbent, arising from previous year’s growth; leaves widest at the middle, not acuminate; corolla blue 3. calabra
2 Flowering stems erect, arising from the rhizome; leaves widest below the middle; corolla at first purple, then blue
3 Leaves sessile, amplexicaul, the lowest scale-like; corolla 12-14 mm; filaments inserted 1-1-5 mm above the base of the corolla-tube 2. gastonii
3 Lower leaves attenuate into petiole, not scale-like; corolla (12—)14—19 mm; filaments inserted 5-8 mm above the base of the corolla-tube 1. purpurocaerulea
1 Annual; corolla not more than 10 mm; nutlets ±tuberculate, brownish or greyish, not shining
4 Plant very glandular 6. glandulosa
4 Plant eglandular or with some glandular hairs on inflorescence
5 Indumentum of calyx yellowish; nutlets with a very fragile pericarp, distinctly 2-gibbous, with the base 0-5-0-75 mm wide 7. tenuiflora
5 Indumentum of calyx whitish; nutlets with ±hard pericarp,
not or only slightly 2-gibbous, with the base more than 0-75 mm wide
6 Calyx c. j as long as corolla-tube, very densely hispid; lobes obtuse 5. minima
6 Calyx distinctly more than | as long as corolla-tube, with long, sparse hairs; lobes acute 4. arvensis
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.
