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Polychaeta taxon detailsEupolymnia robusta (Annenkova, 1925)
751817 (urn:lsid:marinespecies.org:taxname:751817)
accepted
Species
Polymnia trigonostoma robusta Annenkova, 1925 · unaccepted (superseded original combination)
marine,
recent only
(of Polymnia trigonostoma robusta Annenkova, 1925) Annenkova, N.P. (1925). Neues über die Verbreitung einiger Arten der Polychaeten nebst Beschreibung neuer Arten. <em>Comptes Rendus de l'Académie des Sciences de Russie, Leningrad.</em> [Vol. 1925]: 26-28.
page(s): 28 [details] Available for editors  [request]
Type locality contained in Japanese Sea
type locality contained in Japanese Sea [from synonym] [view taxon] [details]
Read, G.; Fauchald, K. (Ed.) (2024). World Polychaeta Database. Eupolymnia robusta (Annenkova, 1925). Accessed at: https://marinespecies.org/polychaeta/aphia.php?p=taxdetails&id=751817 on 2024-04-24
original description
(of Polymnia trigonostoma robusta Annenkova, 1925) Annenkova, N.P. (1925). Neues über die Verbreitung einiger Arten der Polychaeten nebst Beschreibung neuer Arten. <em>Comptes Rendus de l'Académie des Sciences de Russie, Leningrad.</em> [Vol. 1925]: 26-28.
page(s): 28 [details] Available for editors [request] additional source Buzhinskaja, G. N. (2013). [Polychaetes of the Far East of Russia and adjacent waters of the Pacific Ocean: annotated checklist and bibliography] Многощетинковые черви (Polychaeta) дальневосточных морей России и прилежащих вод Тихого океана: аннотированный список видов, библиография. <em>[book].</em> 1st. KMK Scientific Press, Moscow. pp.131., available online at http://www.sevin.ru/news/Buzhinskaya_2013_Polychaeta_preview.pdf page(s): 77 [details] new combination reference Buzhinskaja, Galina Nikolaevna. (1985). [Polychaeta of the shelf off south Sakhalin and their ecology]. <em>Akademia nauk Zoologicheskii Institut Issledovania fauna morei.</em> 30(38): 72-224. [In Russian, English summary]. page(s): 174-175, fig. 18.Д-Е [details] Available for editors [request]  Present Inaccurate Introduced: alien Containing type locality
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