Caulokaempferia

Caulokaempferia is a group of plants in the ginger family described as a genus in 1964.[2] The genus is native to China, the Himalayas, and Indochina (especially Thailand).[1][3][4]

Caulokaempferia
Scientific classification
Kingdom: Plantae
Clade: Tracheophytes
Clade: Angiosperms
Clade: Monocots
Clade: Commelinids
Order: Zingiberales
Family: Zingiberaceae
Subfamily: Zingiberoideae
Genus: Caulokaempferia
K.Larsen
Type species
Caulokaempferia linearis
(Wall.) K. Larsen.
Synonyms[1]
  • Pyrgophyllum (Gagnep.) T.L.Wu & Z.Y.Chen
  • Jirawongsea Picheans.

Species

The species in the genus include:[1]

  • Caulokaempferia alba - Thailand
  • Caulokaempferia amplexicaulis - Thailand
  • Caulokaempferia appendiculata - Thailand
  • Caulokaempferia bolavenensis - Laos
  • Caulokaempferia bracteata - Thailand
  • Caulokaempferia burttii - Laos
  • Caulokaempferia chayaniana - Thailand
  • Caulokaempferia coenobialis - Guangxi, Guangdong
  • Caulokaempferia jirawongsei - Thailand
  • Caulokaempferia khaomaenensis - Thailand
  • Caulokaempferia kuapii - Thailand
  • Caulokaempferia laotica - Laos
  • Caulokaempferia larsenii - Thailand
  • Caulokaempferia limiana - Thailand
  • Caulokaempferia linearis - Assam, Bangladesh
  • Caulokaempferia pedemontana - Thailand
  • Caulokaempferia petelotii - Vietnam
  • Caulokaempferia phulangkaensis - Thailand
  • Caulokaempferia phuluangensis - Thailand
  • Caulokaempferia phutokensis - Thailand
  • Caulokaempferia phuwoaensis - Thailand
  • Caulokaempferia saksuwaniae - S Thailand
  • Caulokaempferia satunensis - Thailand
  • Caulokaempferia saxicola - Thailand
  • Caulokaempferia secunda - Assam, Bangladesh, Bhutan, Myanmar
  • Caulokaempferia sikkimensis - Assam, Bhutan, Sikkim
  • Caulokaempferia sirirugsae - Thailand
  • Caulokaempferia thailandica - S Thailand
  • Caulokaempferia violacea - Thailand
  • Caulokaempferia yunnanensis - Sichuan, Yunnan
gollark: > While the algorithm is of immense theoretical importance, it is not used in practice, rendering it a galactic algorithm. For 64-bit inputs, the Baillie–PSW primality test is deterministic and runs many orders of magnitude faster. For larger inputs, the performance of the (also unconditionally correct) ECPP and APR tests is far superior to AKS. Additionally, ECPP can output a primality certificate that allows independent and rapid verification of the results, which is not possible with the AKS algorithm.
gollark: I mean, it's probably true, right?
gollark: Assume the Riemann hypothesis and use the miller test?
gollark: Also osmarksISA™ assemblies.
gollark: This is* useful.

References

This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.