Mylothris
Mylothris, commonly called dotted borders, is a genus of pierid butterflies found in Africa.Species
Listed alphabetically within groups:
The chloris species group:
The trimenia species group:
The sagala species group:
The bernice species group:
- Mylothris bernice
- Mylothris carcassoni van Son, 1948
Ungrouped:
- Mylothris aburi Larsen & Collins, 2003
- Mylothris alberici Dufrane, 1940
- Mylothris alcuana Grünberg, 1910
- Mylothris atewa Berger, 1980 – Atewa dotted border
- Mylothris basalis Aurivillius, 1906
- Mylothris celisi Berger, 1981
- Mylothris citrina Aurivillius, 1898
- Mylothris crawshayi Butler, 1896
- Mylothris dimidiata Aurivillius, 1898
- Mylothris ducarmei Hecq, 2001
- Mylothris elodina Talbot, 1944
- Mylothris erlangeri Pagenstecher, 1902
- Mylothris ertli Suffert, 1904
- Mylothris eximia Hecq, 2005
- Mylothris flaviana Grose-Smith, 1898
- Mylothris hilara
- Mylothris humbloti
- Mylothris jaopura Karsch, 1893
- Mylothris kahusiana Hecq, 2001
- Mylothris kiellandi Berger, 1985
- Mylothris kilimensis Kielland, 1990
- Mylothris kiwuensis Grünberg, 1910
- Mylothris knoopi Hecq, 2005
- Mylothris leonora Krüger, 1928
- Mylothris lucens Hecq, 2005
- Mylothris mafuga Berger, 1981
- Mylothris mavunda Hancock & Heath, 1985
- Mylothris mortoni Blachier, 1912
- Mylothris ngaziya Oberthür, 1888
- Mylothris nubila
- Mylothris ochracea Aurivillius, 1895
- Mylothris ochrea Berger, 1981
- Mylothris phileris
- Mylothris pluviata Berger, 1980
- Mylothris polychroma Berger, 1981
- Mylothris primulina Butler, 1897
- Mylothris rembina
- Mylothris ruandana Strand, 1909
- Mylothris rubricosta Mabille, 1890
- Mylothris rueppellii – Rüppell's dotted border or twin dotted border
- Mylothris schoutedeni Berger, 1952
- Mylothris schumanni Suffert, 1904
- Mylothris similis Lathy, 1906
- Mylothris sjostedti Aurivillius, 1895
- Mylothris spica
- Mylothris subsolana Hecq, 2001
- Mylothris sulphurea Aurivillius, 1895
- Mylothris superbus Kielland, 1985
- Mylothris talboti Berger, 1980
- Mylothris yulei Butler, 1897 – Yule's dotted border
