Results 231 to 240 of about 4,840,438 (270)

On Generalized Gini Means and Scales of Means

Results in Mathematics, 1990
\textit{Zs. Páles} and the reviewer [Am. Math. Mon. 95, 856-880 (1988; Zbl 0671.26008)] have proved among others that, for any linearly homogeneous symmetric mean M: \({\mathbb{R}}^ n_+\to {\mathbb{R}}_+\), differentiable at (1,...,1), \[ \lim_{t\to \infty}(M(x_ 1+t,...,x_ n+t)-t)=(x_ 1+...+x_ n)/n.
Persson, Lars Erik, Sjöstrand, Sigrid
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Generation of meanings and symbols in transgression: meaning generation in transgression

Herald of Omsk University, 2023
In this article the meaning-generating side of transgression is revealed. The term transgression was introduced and actively used in the works of R. Caillois and G. Bataille. Transgression in this case refers to the experience of establishing and violating social and cultural prohibitions underlying human existence.
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Generalized Reduced K–Means

Computational Statistics
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bottazzi Schenone, Mariaelena, Rocci, Roberto, Vichi, Maurizio   +2 more
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Generalized mean spherical approximations

Physical Review A, 1988
A criterion for determining the coupling and the exponent [K(\ensuremath{\eta},\ensuremath{\beta}) and \ensuremath{\zeta}(\ensuremath{\eta},\ensuremath{\beta})] of the one-Yukawa generalized mean spherical approximation (GMSA), which better describes a given real fluid, is suggested. The relative spatial configuration of the surface (\ensuremath{\equiv}
, Ciccariello, , Carraro
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Meaning Generation

Chinese Semiotic Studies, 2019
Abstract Meaning generation reaches beyond the convenient code-based distinction between the encoding versus the decoding of information. What we need is a more comprehensive perspective that can encompass code-based communication and agency-oriented interpretation, both of which are treated as two subordinate mechanisms of meaning ...
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The meaning of generics

Philosophy Compass, 2017
Abstract This article discusses recent theories of the meaning of generics. The discussion is centred on how the theories differ in their approach to addressing the primary difficulty in providing a theory of generic meaning: The notoriously complex ways in which the truth conditions of generics seem to vary.
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Generalization of the Quotient Mean Series

Results in Mathematics, 2019
In this paper a new family of generalized Mathieu series, called Quotient mean Matheu series is introduced. Namely, some generalized Mathieu series, like Mathieu (alpha, lambda)- series, Mathieu a-series and their alternating variants are represented in terms of Quotient mean Mathieu series.
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Generalized Weighted Mean Programming

SIAM Journal on Applied Mathematics, 1971
Two algorithms for nonlinear programming are given. The idea behind these algorithms is the arithmetic-geometric mean inequality. Two examples are shown together with the necessary proofs of convergence.
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Generalized Golden Ratios defined by means

Applied Mathematics and Computation, 2015
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ioana Craciun, Daniela Inoan, Dorian Popa, Lucian Tudose   +3 more
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An application of generalized means

1959
The generalized mean M(x,y) is defined to be Ψ-1 [pΨ (x) + aΨ (y)] where p, a>0, p + a = 1 and Ψ (x) is monotone and continuous. This mean is applied to the second difference. Δ2(f: x, h) = f(x+h) + (f-h)-2f(x) to form a generalized second difference Δ2Ψ (f: x, h) = MΨ [f(x+h), f(x-h)] - f(x).
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