8500000 The Euro+Med Plantbase Project
The Euro+Med PlantBase - the information resource for Euro-Mediterranean plant diversity

Euro+Med Plantbase integrates and critically evaluates information from Flora Europaea, Med-Checklist, the Flora of Macaronesia, and from regional and national floras and checklists from the area as well as additional taxonomic and floristic literature. This is complemented by the European taxa of several families taken from the World Checklist of Selected Plant Families and of the Leguminosae from the International Legume Database and Information Service ILDIS (see credits for details). By 1st of February 2018 it provides access to the total European flora of vascular plants in 222 plant families.

This version of Euro+Med PlantBase is not updated any more. Updates can be found on the Euro+Med PlantBase - Preview of the new data portal.

Details for: Astragalus sect. Malacothrix

Source: ILDIS World Database of Legumes 2010. (copyright © ILDIS).

Name: Astragalus sect. Malacothrix
Rank: Sectio
Taxonomy (this taxon is included in): Regnum - Plantae
     Divisio - Tracheophyta
          Subdivisio - Spermatophytina
               Class - Magnoliopsida
                    Superordo - Rosanae
                         Ordo - Fabales Bromhead
                              Familia - Fabaceae Lindl.
                                   Tribus - Galegeae
                                        Genus - Astragalus L.
Included taxa: Astragalus agassii Manden.
Astragalus albanicus Grossh.
Astragalus aznabjurticus Grossh.
Astragalus eriocarpus DC.
Astragalus eriopodus Boiss.
Astragalus eucosmus Robinson
Astragalus eugenii Grossh.
Astragalus griseus Boiss.
Astragalus kabristanicus Grossh.
Astragalus macrostachys DC.
Astragalus macrourus Fisch. & C. A. Mey.
Astragalus megricus Grossh.
Astragalus podocarpus C. A. Mey.
Astragalus rzaevii Grossh.
Astragalus sachanewii Širj.
Astragalus schachbuzensis Rzazade
Astragalus takhtadzhjanii Grossh.
Astragalus tauricolus Boiss.
Maps: distribution
Occurrence: Ab(A N) Ar Gg(G) Rf(CS) Tu(A)

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