Merosity

Merosity (from the greek "méros," which means "having parts") refers to the number of component parts in a distinct whorl of a plant structure.[1] It is most commonly used in the context of flowers where it refers to the number of sepals in a whorl of the calyx, the number of petals in a whorl of the corolla, the number of stamens in a whorl of the androecium, or the number of carpels in a whorl of the gynoecium. The term may also be used to refer to the number of leaves in a leaf whorl.

Noun Adjective
2 partsdimerydimerous, 2-merous
3 partstrimerytrimerous, 3-merous
4 partstetramerytetramerous, 4-merous
5 partspentamerypentamerous, 5-merous
many partspolymerypolymerous
few partsoligomeryoligomerous

The adjective n-merous refers to a whorl of n parts, where n is any integer greater than one.

In nature, five or three parts per whorl have the highest frequency of occurrence, but four or two parts per whorl are not uncommon. Be aware that two consecutive whorls of dimerous petals are often mistaken for tetramerous petals.[1]

If all of the whorls in a given floral arrangement have the same merosity, the flower is said to be isomerous, otherwise the flower is anisomerous.[2] For example, Trillium is isomerous since all whorls are trimerous (one whorl of three sepals, zero or one whorl of three petals, two whorls of three stamens each, and one whorl of three carpels). Trillium also has one whorl of three leaves.

Noun Adjective
equal partsisomeryisomerous
unequal partsanisomeryanisomerous
Trimerous flower of Tulipa clusiana (the three sepals resemble petals)
Tetramerous flower of Correa alba
Pentamerous flower of Crassula ovata
gollark: Which is the problem.
gollark: But you can't automatically detect whether a particular keyword or trending item is a political ideology.
gollark: The best* way would probably be a Twitter scraper to determine how much people are talking about each ideology, but their API is really annoying to get access to and you'd need to explicitly compile a list or something.
gollark: I should totally implement this! It would be really easy with a simple hashing-type thing. The hard part would just be finding the political views and determine the weights (as I assume you don't want all politics with the same frequency).
gollark: Consistent political views are for people with consistent political views.

See also

References
  1. Ronse Decraene, L. P.; Smets, E. F. (1994). "Merosity in flowers: definition, origin, and taxonomic significance". Plant Systematics and Evolution. 191 (1–2): 83–104. doi:10.1007/BF00985344. Retrieved 22 November 2019.
  2. Eckel, P. M. "A Grammatical Dictionary of Botanical Latin". Retrieved 22 November 2019.
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