Tatera valida (Bocage, 1890)
publication ID |
https://doi.org/10.5281/zenodo.7353031 |
DOI |
https://doi.org/10.5281/zenodo.7207416 |
persistent identifier |
https://treatment.plazi.org/id/117C87BF-FFC6-5220-FF74-CE12FA9AFC6E |
treatment provided by |
GgServerImporter (2022-10-15 00:13:19, last updated 2024-11-29 05:56:06) |
scientific name |
Tatera valida (Bocage, 1890) |
status |
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Tatera valida (Bocage, 1890) . J. Sei. Math. Phys. Nat. Lisboa, 2:6.
TYPE LOCALITY: W. Angola, Rio Cuando .
DISTRIBUTION: Senegal to Cameroun, Sudan, Ethiopia, and Kenya to S.W. Tanzania, Zambia, and Angola.
COMMENT: Includes benvenuta , dichrura , flavipes , gambiana , hopkinsoni , kempi , nigrita , taborae , and wellmani; see Davis, 1975, Part 6.4:3-4. Hubert et al., 1973, Mammalia, 37:76-87, suggested that gambiana and kempi may be conspecific, but listed the junior name gambiana as a distinct species. Rosevear, 1969, The Rodents of West Africa, Br. Mus. Lond., included gambiana in kempi , and also listed hopkinsoni and wellmani as distinct species. Matthey and Petter, 1970, listed valida in Taterillus .
ISIS NUMBER: 5301410008098027001 as T. valida .
5301410008098002001 as T. benvenuta .
5301410008098007001 as T. dichrura .
5301410008098009001 as T. flavipes .
5301410008098011001 as T. gambiana .
5301410008098013001 as T. hopkinsoni .
5301410008098016001 as T. kempii (sic).
5301410008098021001 as T. nigrita .
5301410008098026001 as T. taborae .
5301410008098028001 as T. welmanni (sic).
Hubert, B., F. Adam, and A. Poulet. 1973. Liste preliminaire des rongeurs du Senegal. Mammalia, 37 (1): 76 - 87.
Matthey, R., and F. Petter. 1970. Etude cytogenetique et taxonomique de 40 Tatera et Taterillus provenant de Haute-Volta et de Republique Centrafricaine (Rongeurs, Gerbillidae). Mammalia, 34: 585 - 597.
Rosevear, D. R. 1969. The rodents of West Africa. Trustees of the British Museum (Natural History), London, 677: 1 - 604.
No known copyright restrictions apply. See Agosti, D., Egloff, W., 2009. Taxonomic information exchange and copyright: the Plazi approach. BMC Research Notes 2009, 2:53 for further explanation.
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