Corymorpha is a genus of hydrozoans in the family Corymorphidae.
GENUS
via GBIF · CC0
Corymorpha is a genus of hydrozoans in the family Corymorphidae.
==Species== The genus contains the following species: Corymorpha abaxialis (Kramp, 1962) Corymorpha annulata (Kramp, 1928) Corymorpha anthoformis (Yamada, Konno & Kubota, 1974) Corymorpha apiciloculifera (Xu & Huang, 2003) Corymorpha bigelowi (Maas, 1905) Corymorpha brunnescentis (Huang, 1999) Corymorpha cargoi (Vargas-Hernandez & Ochoa-Figueroa, 1991) Corymorpha carnea (Clark, 1876) Corymorpha crassocanalis (Xu & Huang, 2003) Corymorpha forbesii (Mayer, 1894) Corymorpha fujianensis (Xu & Huang, 2006) Corymorpha furcata (Kramp, 1948) Corymorpha gemmifera (Bouillon, 1978) Corymorpha gigantea (Kramp, 1957) Corymorpha glacialis M. Sars, 1860 Corymorpha gracilis (Brooks, 1883) Corymorpha groenlandica (Allman, 1876) Corymorpha interogona (Xu & Huang, 2003) Corymorpha januarii Steenstrup, 1855 Corymorpha juliephillipsi (Gershwin, Zeidler & Davie, 2010) Corymorpha knides (Huang, 1999) Corymorpha macrobulbus (Xu & Huang, 2003) Corymorpha meijiensis (Xu, Huang & Guo, 2013) Corymorpha microrhiza (Hickson & Gravely, 1907) Corymorpha multiknoba (Xu, Huang & Guo, 2014) Corymorpha nana Alder, 1857 Corymorpha nanhainesis (Huang, Xu & Ling, 2012) Corymorpha normani (Browne, 1916) Corymorpha nutans M. Sars, 1835 Corymorpha palma Torrey, 1902 Corymorpha pendula L. Agassiz, 1862 Corymorpha pileiformis (Xu, Huang & Guo, 2014) Corymorpha pseudoabaxialis (Bouillon, 1978) Corymorpha rubicincta Watson, 2008 Corymorpha russelli (Hamond, 1974) Corymorpha sagamina Hirohito, 1988 Corymorpha sarsii Steenstrup, 1855 Corymorpha similis (Kramp, 1959) Corymorpha solidonema (Huang, 1999) Corymorpha symmetrica Hargitt, 1924 Corymorpha taiwanensis (Xu & Huang, 2003) Corymorpha typica (Uchida, 1927) Corymorpha uvularis (Fraser, 1943) Corymorpha vacuola (Xu, Huang & Guo, 2012) Corymorpha valdiviae (Vanhöffen, 1911) Corymorpha verrucosa (Bouillon, 1978)
Discovered by embedding cosine similarity (sentence-transformers MiniLM, 384-dim).