Results 251 to 260 of about 1,461,187 (297)

Generators of nanosecond intervals

Instruments and Experimental Techniques, 2006
Block diagrams of two high-stability scanning time-interval generators that can be used to automate tuning and testing of relative-time actuation channels in particle detectors are described. The first generator has the following performance characteristics: an operation range of 0–255 ns, a scan step of 1 ns, and a maximum error of ±0.5 ns. This error
A. F. Yanin, I. M. Dzaparova
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Fiducial Generalized Confidence Intervals

Journal of the American Statistical Association, 2006
Generalized pivotal quantities (GPQs) and generalized confidence intervals (GCIs) have proven to be useful tools for making inferences in many practical problems. Although GCIs are not guaranteed to have exact frequentist coverage, a number of published and unpublished simulation studies suggest that the coverage probabilities of such intervals are ...
Hannig, Jan, Iyer, Hari, Patterson, Paul
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Robust generalized confidence intervals

Communications in Statistics - Simulation and Computation, 2016
ABSTRACTMost interval estimates are derived from computable conditional distributions conditional on the data.
Weiyan Mu, Shifeng Xiong
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Generalizing Musical Intervals

Journal of Music Theory, 2009
Taking David Lewin's work as a point of departure, this essay uses geometry to reexamine familiar music-theoretical assumptions about intervals and transformations. Section 1 introduces the problem of “transportability,” noting that it is sometimes impossible to say whether two different directions—located at two different points in a geometrical space—
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Generalized Confidence Intervals

Journal of the American Statistical Association, 1993
Abstract The definition of a confidence interval is generalized so that problems such as constructing exact confidence regions for the difference in two normal means can be tackled without the assumption of equal variances. Under certain conditions, the extended definition is shown to preserve a repeated sampling property that a practitioner expects ...
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Interval Additive Generators of Interval T-Norms

2008
The aim of this paper is to introduce the notion of interval additive generators of interval t-norms as interval representations of additive generators of t-norms, considering both the correctness and the optimality criteria, in order to provide a more systematic methodology for the selection of interval t-norms in the various applications.
G. P. Dimuro, B. C. Bedregal, R. H. S. Reiser, R. H. N. Santiago   +3 more
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On generalized interval entropy

Communications in Statistics - Theory and Methods, 2019
Recently, the concept of generalized entropy has been widely studied in the literature of information theory for left and right truncated random variables.
Chanchal Kundu, Shivangi Singh
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Interval Cloud Model and Interval Cloud Generator

2010 Second WRI Global Congress on Intelligent Systems, 2010
Cloud model is an effective tool in uncertain trans-forming between qualitative concepts and their quantitative expressions. The cloud model is extensively studied presently and the research on interval cloud model does not exist. Compared to the cloud model, interval cloud model has extensive exist in daily life and owns merits to represent numerical ...
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Interval additive generators of interval t-norms and interval t-conorms

Information Sciences, 2011
Interval-valued membership functions play a more and more important role in the recent development and generalization of fuzzy set theory. Similarly, this is the case with multicriteria decision making and related areas, including integrals as utility functions, among others. However, then the theory of aggregation of interval inputs became a hot topic.
Dimuro, Graçaliz Pereira, Bedregal, Benjamín Callejas, Santiago, Regivan Hugo Nunes, Reiser, Renata Hax Sander   +3 more
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Interval choice: classic and general cases

Mathematical Social Sciences, 1993
This paper surveys known results on interval choice, and presents new results on biorders. A binary relation \(P\) is a biorder if and only if there exist functions \(f\) and \(g\) such that \(xPy\) if and only if \(f(x)> g(y)\). A complete characterization of biorders in terms of numerical representation and rationality conditions is given.
Agaev, Rafig, Aleskerov, Fuad
openaire   +2 more sources