MarBEF Data System



WoRMS taxon details

Chiridiella subaequalis Grice & Hulsemann, 1965

104289  (urn:lsid:marinespecies.org:taxname:104289)

accepted
Species
marine, brackish, fresh, terrestrial
Grice, G.D. & K. Hulsemann. (1965). Abundance, vertical distribution and taxonomy of calanoid copepods at selected stations in the northeast Atlantic. <em>Journal of Zoology, London.</em> 146:213-262, figs. 1-26. (x-1965). [details] Available for editors  PDF available [request]
Walter, T.C.; Boxshall, G. (2024). World of Copepods Database. Chiridiella subaequalis Grice & Hulsemann, 1965. Accessed through: World Register of Marine Species at: https://www.marinespecies.org/aphia.php?p=taxdetails&id=104289 on 2024-11-16
Date
action
by
2004-12-21 15:54:05Z
created
2008-04-03 12:21:02Z
changed

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original description Grice, G.D. & K. Hulsemann. (1965). Abundance, vertical distribution and taxonomy of calanoid copepods at selected stations in the northeast Atlantic. <em>Journal of Zoology, London.</em> 146:213-262, figs. 1-26. (x-1965). [details] Available for editors  PDF available [request]

basis of record Boxshall, G. (2001). Copepoda (excl. Harpacticoida), <B><I>in</I></B>: Costello, M.J. <i>et al.</i> (Ed.) (2001). <i>European register of marine species: a check-list of the marine species in Europe and a bibliography of guides to their identification. Collection Patrimoines Naturels,</i> 50: pp. 252-268 (look up in IMIS) [details] 

additional source Markhaseva, E.L. (1996). Calanoid copepods of the family Aetideidae of the world ocean. Zoological Institute, Russian Academy of Sciences, St. Petersburg 268:1-331. [details] Available for editors  PDF available [request]

ecology source Brun, P., M.R. Payne & T. Kiørboe. (2017). A trait database for marine copepods. <em>Earth System Science Data.</em> 9(1):99-113., available online at https://doi.org/10.5194/essd-9-99-2017 [details] Available for editors  PDF available [request]
 
 Present  Present in aphia/obis/gbif/idigbio   Inaccurate  Introduced: alien  Containing type locality 
   

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