Perfil taxonómico: Cryptomys darlingi (Thomas 1895)

Cryptomys darlingi: Taxonomía y Nomenclatura
Reino:
Animalia
Rango taxonómico:
Species
Sinónimas:
Cryptomys beirae
Thomas and Wroughton 1907
Cryptomys nimrodi
de Winton 1896
Cryptomys zimbitiensis
Roberts 1946
Nombres comunes:
Darling's Mole-rat []
Estado taxonómico:
Situación actual:
valid
Indicadores de calidad de datos:
Récord de calificación de credibilidad:
TWG standards met
Cryptomys darlingi: Taxonomic Hierarchy
Reino : Animalia
animals |
Animal |
animaux |
subreino : Bilateria
Infrareino : Deuterostomia
Filo : Chordata
chordates |
cordado |
cordés |
subfilo : Vertebrata
vertebrates |
vertebrado |
vertébrés |
Infradivisión : Gnathostomata
superclase : Tetrapoda
Clase : Mammalia
mammals |
mamífero |
mammifères |
subclase : Theria
Infraclase : Eutheria
Ordenar : Rodentia
rodents |
esquilo |
preá |
rato |
roedor |
rongeurs |
Suborden : Hystricomorpha
Infraorden : Hystricognathi
hystricognath rodents |
Familia : Bathyergidae
Subfamilia : Bathyerginae
Género : Cryptomys
Especies : Cryptomys darlingi
Darling's Mole-rat |
Cryptomys darlingi Niños directos:
Cryptomys darlingi: References
Expert(s):
Source(s):
Publication(s):
Author(s)/Editor(s):
Woods, Charles A., and C. William Kilpatrick / Wilson, Don E., and DeeAnn M. Reeder, eds.
Publication Date (Listed/Actual):
2005-10-01 / 2005-10-01
Article/Chapter Title:
Infraorder Hystricognathi Brandt, 1855
Journal/Book Name, Vol. No.:
Mammal Species of the World: A Taxonomic and Geographic Reference, 3rd ed., vol. 2
Page(s):
1538-1600
Publisher:
Johns Hopkins University Press
Publication Place:
Baltimore, Maryland, USA
ISBN/ISSN:
0-8018-8221-4/
Notes:
Reference for:
Cryptomys darlingi
Cryptomys darlingi: Geographic Information
Geographic Division:
Africa
Jurisdiction/Origin:
Cryptomys darlingi: Comments
Comment:
Comments: Included as a subspecies of hottentotus by de Graaff (1975, 1981) and Honeycutt et al. (1991) but considered a distinct species based on chromosomal differentiation by Aguilar (1993). Karyotype has 2n=54 and FN=80 (Aguilar, 1993)