Species
Brasidas bakeri (Rehn & Rehn, 1939)
Nomenclature (11)
- Euobrimus bakeri Rehn & Rehn, 1939: 452, pl. 35:32, pl. 37:39. Phylogeny or classification
Holotype; male; 9a7e7ce4-8378-4358-863a-b24f016276c8; deposited at: National Museum of Natural History, Smithsonian Institution (USNM); Philippines: Samar
- Euobrimus hoplites Rehn & Rehn, 1939: 450, fig. 6.
Holotype; immature; 358b9a74-2a2a-4aae-8300-7dafaba29c74; deposited at: Academy of Natural Sciences of Philadelphia (ANSP); Philippines: Samar Island
- Euobrimus hoplites Rehn & Rehn, 1939 (subjective synonym of Euobrimus bakeri Rehn & Rehn, 1939) in Hennemann, 2023: 15, 17.
- Brasidas bakeri (Rehn & Rehn, 1939) in Hennemann, 2023: 15, 17-20, figs. Phylogeny or classification; Image or description
Nomenclature references (6)
- Rehn, J.A.G. & Rehn, J.W.H. (1939) The Orthoptera of the Philippine Islands. Part I. - Phasmatidae: Obriminae. Proceedings of the Academy of Natural Sciences of Philadelphia, 90, 389–487, pls. 31–38. [1938] Available at http://www.jstor.org/stable/4064256?seq=1
- Otte, D. (1978) The primary types of Orthoptera (Saltatoria, Mantodea, Phasmatodea and Blattodea) at the Academy of Natural Sciences of Philadelphia. Proceedings of the Academy of Natural Sciences of Philadelphia, 130, 26–87. [Blattodea: p.79-87] Available at http://www.jstor.org/stable/4064777?seq=1
- Brock, P.D. & Büscher, T.H. (2022) Stick and leaf-insects of the world, Phasmids. NAP Editions, France: Verrières-le-Buisson, 612 pp. Available at http://www.napeditions.com/en/67-stick-and-leaf-insects-of-the-world.html
- Hennemann, F.H. (2023) A taxonomic review, including new species and new records of Philippine Obrimini stick insects (Insecta: Phasmatodea: Heteropterygidae: Obriminae). Faunitaxys. Revue de Faunistique, Taxonomie et Systématique morphologique et moléculaire, 11(71), 1–135. Available at https://www.faunitaxys.fr/v11-2023/
Descendants and synonyms
Stats
| Taxon | Valid names | |||
|---|---|---|---|---|
| Rank | Extant | Fossil | Invalid | Total |
| Species | 1 | 0 | 2 | 3 |