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In phylogenetics, a plesiomorphy ("near form") and symplesiomorphy are synonyms for an ancestral character shared by all members of a clade, which does not distinguish the clade from other clades. Plesiomorphy, symplesiomorphy, apomorphy, and synapomorphy, all mean a trait shared between species because they share an ancestral species. [a]
Latin/Greek Language English Example Search for titles containing the word or using the prefix: acanthus etc.: G ἄκανθος (ákanthos): thorny, spiny: Acanthus plant; Parorchis acanthus, a flatworm
Eye color is an example of a (physical) phenotypic trait. A phenotypic trait, [1] [2] simply trait, or character state [3] [4] is a distinct variant of a phenotypic characteristic of an organism; it may be either inherited or determined environmentally, but typically occurs as a combination of the two. [5]
Its Euler characteristic is 0, by the product property. More generally, any compact parallelizable manifold, including any compact Lie group, has Euler characteristic 0. [12] The Euler characteristic of any closed odd-dimensional manifold is also 0. [13] The case for orientable examples is a corollary of Poincaré duality.
A sculpture representing Ethos outside the Australian Capital Territory Legislative Assembly in Canberra, Australia. Ethos (/ ˈ iː θ ɒ s / or US: / ˈ iː θ oʊ s /) is a Greek word meaning 'character' that is used to describe the guiding beliefs or ideals that characterize a community, nation, or ideology; and the balance between caution and passion. [1]
The way a character speaks can be a powerful way of revealing the character's personality. In theory, a reader should be able to identify which character is speaking simply from the way they talk. [11] When a character voice has been created that is rich and distinctive, the writer can get away with omitting many speech attributions (tag lines ...
The reason is that monarchs by and large indeed wear a crown, physically. In other words, there is a pre-existent link between "crown" and "monarchy". On the other hand, when Ghil'ad Zuckermann argues that the Israeli language is a "phoenicuckoo cross with some magpie characteristics", he is using metaphors.
In other words, a characteristic class associates to each principal G-bundle in () an element c(P) in H*(X) such that, if f : Y → X is a continuous map, then c(f*P) = f*c(P). On the left is the class of the pullback of P to Y ; on the right is the image of the class of P under the induced map in cohomology.