Hilarempis

Hilarempis is a genus of flies in the family Empididae.

Hilarempis
Scientific classification
Kingdom: Animalia
Phylum: Arthropoda
Class: Insecta
Order: Diptera
Family: Empididae
Subfamily: Empidinae
Genus: Hilarempis
Bezzi, 1905[1]
Type species
Hilarempis nudifacies
Bezzi, 1905[1]
Synonyms
  • Heterempis Brèthes, 1909
  • Hilaropus White, 1916

Species

References

  1. Bezzi, Mario (1905). "Empididae neotropicae Musei nationalis Hungarici" (PDF). Annales Musei historico-naturalis hungarici. 3 (2): 424–460. Retrieved 28 April 2019.
  2. Smith, Kenneth G. V. (1969). "The Empididae of southern Africa (Diptera)". Annals of the Natal Museum. 19: 1–342.
  3. Collin, James Edward (1928). New Zealand Empididae based on material in the British Museum (Natural History). London: British Museum (Natural History). pp. viii + 110.
  4. Bezzi, M. (1909). "Beitrage zur Kenntnis der sudamerikanischen Dipterenfauna Fam. Empididae". Nova Acta Physico-medica Academiae Caesareae Leopoldino-Carolinae Naturae Curiosum. 91: 297–406.
  5. Philippi, Rodolfo Amando (1865). "Aufzahlung der chilenischen Dipteren". Abhandlungen der Zool.-Botan. Gesellschaft in Wien. 15: 595–782. Retrieved 28 April 2019.
  6. Smith, K. G. V. (1967). "Diptera (Brachycera): Empididae". South African Animal Life. 13: 217–233.
  7. Collin, James Edward (1933). "Empididae". Diptera of Patagonia and South Chile. 4: viii + 334.
  8. Loew, Hermann (1858). "Bidrag till kannedomen om Afrikas Diptera [part]". Öfversigt af Kongl. Vetenskaps-akademiens Forhandlingar. (1857) 14: 337–383. Retrieved 6 May 2019.
  9. Bezzi, Mario (1904). "Empididi Indo-Australiani raccolti dal Signor L. Biro" (PDF). Annales Musei historico-naturalis hungarici. 2 (1): 320–361. Retrieved 6 May 2019.
  10. Hutton, F. W. (1901). "Synopsis of the Diptera Brachyera of New Zealand". Transactions and Proceedings of the New Zealand Institute. 33 (1900): 1–95. Retrieved 6 May 2019.
  11. Smith, Kenneth G. V. (1962). "Studies on the Brazilian Empididae (Diptera)". Transactions of the Entomological Society of London. 114 (7): 195–266. doi:10.1111/j.1365-2311.1962.tb01079.x.
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