In this essay, Thomas More's enduringly enigmatic Utopia (1516) is read alongside D.A.F. de Sade's "Frenchmen, Some More Effort if You Wish to Become Republicans" (1795), based on four distinct convergences between the two texts.
The proteins involved in these functions in different samples were often phylogenetically distinct, suggesting functional convergence in disparate lineages.
Exposure to stressors' for both the remote and non-remote Aboriginal and Torres Strait Islander population showed a distinct pattern of convergence from 2002 to 2008.
In the context of phylogenetic reconstruction, homoplastic sites – i.e., those in which the same character appears in two distinct sequences by convergence (back- and parallel-mutation) rather than by common ancestry – pose a well-known problem.
Definition 1.5 The p-iterated exponent of convergence of distinct zero-sequence of f ( z ) − φ ( z ) and the p-iterated exponent of convergence of distinct fixed points of f ( z ) are respectively defined to be λ ¯ p ( f − φ ) = lim r → ∞ ¯ log p N ¯ ( r, 1 f − φ ) log r, λ ¯ p ( f − z ) = lim r → ∞ ¯ log p N ¯ ( r, 1 f − z ) log r. (1.9).
Finally, the convergence of distinct social movements with a traditionally male-dominated socialist left would not have been possible without the work of Kimberlé Crenshaw, who pioneered intersectionality theory.
Google to date has posited that Android and Chrome OS, its two operating systems, address different markets that will remain distinct despite the growing convergence of the devices they run on (netbooks, tablets, smartphones).
In this paper, we determine a consistent value of the valley splitting in explicitly δ-doped structures by obtaining convergence between distinct DFT approaches in terms of basis set and system sizes.
Similarly, the order of the meromorphic function f on Ω is defined by ρ α, β ( f ) = lim sup r → ∞ log S α, β ( r, f ) log r, and the exponent of convergence of distinct a-points of f on Ω is defined by ρ ¯ α, β ( a, f ) = lim sup r → ∞ log + C ¯ α, β ( r, a, f ) log r.
Then the [ p, q ] -exponents of convergence of (distinct) zero-sequence of f ( z ) about N ( r, 1 f ) ( N ¯ ( r, 1 f ) ) are defined, respectively, by λ [ p, q ] N ( f ) = lim ¯ r → 1 − log p N ( r, 1 f ) log q ( 1 1 − r ), λ ¯ [ p, q ] N ¯ ( f ) = lim ¯ r → 1 − log p N ¯ ( r, 1 f ) log q ( 1 1 − r ).
