Results 221 to 230 of about 144,979 (262)

On convergence criteria for jarratt's method

Journal of the Franklin Institute, 1984
Let f(\(\chi)\) together with its first two derivatives be continuous in the domain \({\mathbb{D}}\) and additionally let \(\chi_ M\in {\mathbb{D}}\) be an extremum (or turning point) of this function. Also, let \(\chi_{n+1}=T(\chi_ n,\chi_{n-1},\chi_{n-2})\) be the value obtained by the method of \textit{P. Jarratt} [Computer J.
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Convergence Criteria and Convergence Relations for Sequences of Fuzzy Random Variables

2005
Fuzzy random variable is a measurable map from a probability space to a collection of fuzzy variables. In this paper, we first present several new convergence concepts for sequences of fuzzy random variables, including convergence almost sure, uniform convergence, almost uniform convergence, convergence in mean chance, and convergence in mean chance ...
Yankui Liu, Jinwu Gao
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Convergence Criteria for Iterative Processes

AIAA Journal, 1972
Introduction D the last few years, a considerable amount of effort has been put into the development of new methods of analysis for nonlinear structural systems. Taking advantage of the capabilities of modern electronic computers, these methods have been widely applied to problems of large deformations and stability, elasto-plasticity, creep, etc ...
PAL G. BERGAN, RAY W. CLOUGH
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Gibbs Sampler Convergence Criteria

Journal of the American Statistical Association, 1995
Abstract This article presents new operational convergence criteria for the Gibbs sampler (GS) and related procedures that are useful for determining whether they not only have converged but also have converged to provide reliable results. Three GS convergence criteria are presented and applied: the difference convergence criterion (DC2), the ratio ...
Arnold Zellner, Chung-Ki Min
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Regression Convergence Criteria

2016
Optimizers iteratively move the trial solution toward the optimum. It is likely that no iteration will jump exactly on the optimum, but, hopefully, each iteration gets closer to the optimum. Once close enough to the optimum there is no sense in trying to get closer. The optimizer should stop when the transient state (TS) is close enough to the optimum.
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Convergence Criteria for Attracting Cycles of Newton's Method

SIAM Journal on Applied Mathematics, 1998
In order to study the periodic behavior of Newton's method, some numerical tests for proving convergence of a given orbit of the dynamical system \(N(f)x-f(x)/f'(x)\) toward a periodic orbit are obtained from some slightly more general criteria, these one stated and proved for a class of complex analytic maps.
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The Convergence Criteria: Price Stability

1997
The behaviour of prices is a fundamental indicator of the health of an economy. In any competitive economy with a large degree of freedom from government intervention (a decentralised or market economy), the forces of supply and demand are co-ordinated and made consistent with each other by movements in prices.
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Criteria of convergence of median filters and perturbation theorem

IEEE Transactions on Signal Processing, 2001
Repeated application of the median filter to any finite length sequence converges to a root in a finite number of passes. This requires padding on each end of the sequence. In some applications, such padding may be inappropriate because of the overemphasis on the endpoints.
Wanzhsu Ye, Xingwei Zhou
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Degenerate and poisson convergence criteria for success runs

Statistics & Probability Letters, 1990
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Convergence criteria

2008
Lisa Lorentzen, Haakon Waadeland
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