Species
Scyllinula humilis (Blanchard, 1851)
Nomenclature (25)
- Oedipoda humilis Blanchard, 1851: 79.
Holotype; male; 67b182ce-398e-4fd7-8f23-1d575dc9f534; deposited at: Museum National d'Histoire Naturelle, Paris (MNHN); Chile: Coquimbo
- Stenobothrus chilensis Saussure, 1861: 318.
Syntype; male; f01d16c4-ba31-443b-89a4-aaf8a0368683; deposited at: Museum d'Histoire Naturelle, Geneva, Switzerland (MHNG); Chile
- Stenobothrus chilensis Saussure, 1861 (subjective synonym of Oedipoda humilis Blanchard, 1851) in Hollier, 2012: 310.
- Scyllinula humilis (Blanchard, 1851) in Alfaro, Pizarro-Araya, Letelier & Cepeda-Pizarro, 2013: 242.
References (20)
- Blanchard, C.É. (1851) Fauna chilena. Orden VI. Ortópteros. In Historia física y politica de Chile: Vol. 6 (Zool.). Museo de historia natural de Santiago, Paris & Chile. pp. 5–85. Available at http://www.biodiversitylibrary.org/item/54591#page/5/mode/1up
- Saussure, H.L.F.de (1861) Orthoptera nova americana (Diagnoses praeliminares). II. Revue et Magasin de Zoologie Pure et Appliquée, 2(13), 126–130, 156–164, 313–324, 397–402. Available at http://www.biodiversitylibrary.org/item/20623#page/138/mode/1up
- Hollier, J.A. (2012) An annotated list of the Orthoptera (Insecta) species described by Henri de Saussure, with an account of the primary type material housed in the Muséum d’histoire naturelle de Genève, part 3: The Acridoidea excluding the Acrididae: Oedipodinae. Revue Suisse de Zoologie, 119(3), 303–339. Available at http://www.biodiversitylibrary.org/item/185629#page/47/mode/1up
- Alfaro, F.M., Pizarro-Araya, J., Letelier, L. & Cepeda-Pizarro, J. (2013) Distribución geográfica de los ortópteros (Insecta: Orthoptera) presentes en las provincias biogeográficas de Atacama y Coquimbo (Chile). Revista de Geografía Norte Grande, 56, 235–250. Available at http://www.scielo.cl/scielo.php?pid=S0718-34022013000300013&script=sci_arttext
Descendants and synonyms
Stats
| Taxon | Valid names | |||
|---|---|---|---|---|
| Rank | Extant | Fossil | Invalid | Total |
| Species | 1 | 0 | 10 | 11 |
