WoRMS name details
Erycina approximata Deshayes, 1863
876291 (urn:lsid:marinespecies.org:taxname:876291)
unaccepted > superseded combination
Species
marine, brackish, fresh, terrestrial
Deshayes, G. P. (1863). Catalogue des mollusques de l'île de la Réunion (Bourbon). Pp. 1-144. In Maillard, L. (Ed.) Notes sur l'Ile de la Réunion. Dentu, Paris. , available online at https://www.biodiversitylibrary.org/page/13068117
page(s): 17, pl. 2, figs 13-15. [details]
page(s): 17, pl. 2, figs 13-15. [details]
Type locality contained in Réunion Exclusive Economic Zone
type locality contained in Réunion Exclusive Economic Zone [details]
MolluscaBase eds. (2025). MolluscaBase. Erycina approximata Deshayes, 1863. Accessed through: World Register of Marine Species at: https://www.marinespecies.org/aphia.php?p=taxdetails&id=876291 on 2025-03-31
Date
action
by
The webpage text is licensed under a Creative Commons
Attribution 4.0 License
Nomenclature
original description
Deshayes, G. P. (1863). Catalogue des mollusques de l'île de la Réunion (Bourbon). Pp. 1-144. In Maillard, L. (Ed.) Notes sur l'Ile de la Réunion. Dentu, Paris. , available online at https://www.biodiversitylibrary.org/page/13068117
page(s): 17, pl. 2, figs 13-15. [details]
basis of record Huber M. (2015). <i>Compendium of Bivalves 2. A Full-Color Guide to the Remaining Seven Families. A Systematic Listing of 8,500 Bivalve Species and 10,500 Synonyms.</i> ConchBooks, Harxheim, Germany,. 901 pp. + 1 CD-ROM (containing chapters 5 and 6.461) [Tellinidae by Huber, Langleit & Kreipl, pp. 167-297]. [details]
page(s): 17, pl. 2, figs 13-15. [details]
basis of record Huber M. (2015). <i>Compendium of Bivalves 2. A Full-Color Guide to the Remaining Seven Families. A Systematic Listing of 8,500 Bivalve Species and 10,500 Synonyms.</i> ConchBooks, Harxheim, Germany,. 901 pp. + 1 CD-ROM (containing chapters 5 and 6.461) [Tellinidae by Huber, Langleit & Kreipl, pp. 167-297]. [details]
Present Present in aphia/obis/gbif/idigbio Inaccurate Introduced: alien Containing type locality
