|
Sciocoris Galiberti
''Sciocoris'' is a genus of shield bugs belonging to the family Pentatomidae, subfamily Pentatominae. The genus was erected by Carl Fredrik Fallén in 1829. Subgenera and species Subgenus ''Aposciocoris'' Wagner, 1965 * '' Sciocoris cerrutii'' Wagner, 1959 * '' Sciocoris homalonotus'' Fieber, 1851 * ''Sciocoris luteolus'' Fieber, 1861 * ''Sciocoris macrocephalus'' Fieber, 1851 * '' Sciocoris microphthalmus'' Flor, 1860 * ''Sciocoris umbrinus'' (Wolff, 1804) Subgenus ''Masthletinus'' Reuter, 1879 Subgenus ''Neosciocoris'' Wagner, 1965 * '' Sciocoris conspurcatus'' Klug, 1845 * '' Sciocoris fumipennis'' Puton, 1881 * '' Sciocoris maculatus'' Fieber, 1851 * ''Sciocoris pallens'' Klug, 1845 * '' Sciocoris sideritidis'' Wollaston, 1858 Subgenus ''Parasciocoris'' Wagner, 1965 Subgenus ''Sciocoris'' Fallén, 1829 * ''Sciocoris cursitans'' (Fabricius, 1794) * ''Sciocoris distinctus'' Fieber, 1851 * '' Sciocoris galiberti'' Ribaut, 1926 * ''Sciocoris helferi'' Fieber, 1851 * ''Sciocori ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Carl Fredrik Fallén
Carl Fredrik Fallén (born 22 September 1764 in Kristinehamn – 26 August 1830) was a Swedish botanist and entomologist. Fallén taught at the Lund University. He wrote ''Diptera Sueciae'' (1814–27). Fallén described very many species of Diptera and Hymenoptera"ITIS" Taxon authorFallen/ref> He was elected a member of the Royal Swedish Academy of Sciences in 1810. Publications May be incomplete *''Monographia cimicum Sveciae''. Hafniae Copenhagen 124 p. (180*''Specimen entomologicum novam Diptera disponendi methodum exhibens''. Berlingianus, Lundae Lund 26 p. (1810) *Försök att bestämma de i Sverige funne Flugarter, som kunna föras till Slägtet ''Tachina''. ''K. Sven. Vetenskapsakad. Handl.'' (2) 31: 253–87. (181*''Specimen Novam Hymenoptera Disponendi Methodum Exhibens''. Dissertation. Berling, Lund. pp. 1–41. 1 pl.(1813*Beskrifning öfver några i Sverige funna Vattenflugor (Hydromyzides). ''K. Sven. Vetenskapsakad. Handl.'' (3) 1: 240–57. (181*181 ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |