Results 221 to 230 of about 3,698,291 (269)

Sequential support points

Statistical Papers, 2022
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Zikang Xiong, Wenjie Liu, Jianhui Ning, Hong Qin   +3 more
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Subordination, Extreme points and support points

Complex Variables, Theory and Application: An International Journal, 1989
Let s(F) denote the set of functions subordinate to a function F analytic in the open unit disk Δ. Let be the set of functions f analytic in Δ such that where ∞s(f)denotes the closed convex hull of s(f). Let denote those functions analytic in Δ such that the set of support points of s( f) is .
D. J. Hallenbeck, S. perera
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Support Points with Maximum Radial Angle

Complex Variables, Theory and Application: An International Journal, 1983
It has been known for some time that every support point of class S of univalent functions must map the disk onto the complement of an analytic arc whose radial angle is less than π/4 in magnitude ...
Duren, P. L., Leung, Y. L., Schiffer, M. M.   +2 more
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Point-defect-supported martensite tetragonality

Acta Metallurgica, 1970
Abstract Point defect sites in austenite and martensite may be characterized by the point at their center. Such points may be divided into sets of equipoints according to their point symmetry. These sets may be further divided into subsets according to the orientation of their principal symmetry axis.
P.G Winchell, G.R Speich
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Common supports as fixed points

Geometriae Dedicata, 1996
A family \({\mathcal S}\) of subsets of \(\mathbb{R}^d\) is called by the authors sundered if, for any way of choosing a point from \(r (\leq d + 1)\) members of \({\mathcal S}\), the chosen \(r\) points are affinely independent. The authors mention that this is equivalent to being \((d - 1)\)-separated as defined by \textit{S. Cappell}, \textit{J.
Lewis, Ted, von Hohenbalken, Balder, Klee, Victor   +2 more
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Point-of-Care Technology Supports Bedside Documentation

JONA: The Journal of Nursing Administration, 2010
As the conversion to an electronic health record intensifies, the question of which data-entry device works best in what environment and situation is paramount. Specifically, what is the best mix of equipment to purchase and install on clinical units based on staff preferences and budget constraints?
Elizabeth, Carlson, Cathy, Catrambone, Karl, Oder, Susan, Nauseda, Lou, Fogg, Brian, Garcia, Frederick M, Brown, Mary E, Johnson, Tricia J, Johnson, Jane, Llewellyn   +9 more
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New Support Points of S and Extreme Points of HS

Proceedings of the American Mathematical Society, 1981
Let S be the usual class of univalent analytic functionsf on (zIz I < 1) normalized byf(z) = z + a2z2 + . We prove that the functions z (X +y)z2 f,((z) = 1_)2 IxI = IyI=l, x #Y, which are support points of C(, the subclass of S of close-to-convex functions, and extreme points of 9C C, are support points of S and extreme points of 9CCS whenever 0 < larg(
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Estimating the Upper Support Point in Deconvolution

Scandinavian Journal of Statistics, 2007
Abstract.  We consider estimation of the upper boundary point F−1 (1) of a distribution function F with finite upper boundary or ‘frontier’ in deconvolution problems, primarily focusing on deconvolution models where the noise density is decreasing on the positive halfline.
Aarts, L., Groeneboom, P., Jongbloed, G.
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LOGISTICS CENTER: INFORMATION SUPPORT POINTS

World of Transport and Transportation, 2016
For the English abstract and full text of the article please see the attached PDF-File (English version follows Russian version).ABSTRACT Justifying the terms of interaction of participants in the process of cargo transportation, the author considers measures of national and local character for increasing the efficiency of transport and logistics ...
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EXTREME POINTS AND SUPPORT POINTS OF A CLASS OF ANALYTIC FUNCTIONS

Acta Mathematica Scientia, 2000
For a positive sequence \((b_n)_{n\geq 2}\) the set \(F((b_n))\) is defined as the set of all functions \(f\) analytic in the unit disk of the form \(f(z)=z- \sum^\infty_{n=2} a_nz^n\), where \(a_n\geq 0\) for \(n\geq 2\) and \(\sum^\infty_{n=2} a_nb_n\leq 1\).
Peng, Zhigang, Liu, Lungang
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