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A New Determining Objective Weights Method-Gini Coefficient Weight

2009 First International Conference on Information Science and Engineering, 2009
The paper raises a new objective weighting method called Gini coefficient weight, which is based on the perspective of economic. This new method preferably reflects the volatility of single indexical information and difference degree. According to the comparatively of Gini coefficient weight method, the entropy weight method and standard deviation ...
Gang Li, Guotai Chi
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Weighting the Coefficients in PARADISE Models to Increase Their Generalizability

2008
For spoken dialog systems, PARADISE [Walker et al. 1997] provides a framework to train a user satisfaction prediction model on given data. The approach weights and sums interaction parameters to predict a satisfaction metric calculated from a questionnaire.
Klaus-Peter Engelbrecht   +2 more
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A weight-learning algorithm for fuzzy production systems with weighting coefficients

Fuzzy Sets and Systems, 1992
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Coefficient multipliers on weighted bergman spaces

Complex Variables, Theory and Application: An International Journal, 1999
In this paper, we characterize the coefficient multipliers of weighted Bergman spaces Ap,α(0 0) into some analytic function spaces.
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Weighted Alternative Coefficient of Concordance

2023 5th International Conference on Control Systems, Mathematical Modeling, Automation and Energy Efficiency (SUMMA), 2023
Yuri V. Lubenets, Artem Miroshnikov
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A new weighted rank coefficient of concordance

Journal of Applied Statistics, 2014
There are many situations where n objects are ranked by b>2 independent sources or observers and in which the interest is focused on agreement on the top rankings. Kendall's coefficient of concordance [10] assigns equal weights to all rankings. In this paper, a new coefficient of concordance is introduced which is more sensitive to agreement on the top
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On the regularity of quasiminima with growth coefficients \(A_p\)-weights

2002
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
DI GIRONIMO, Patrizia, SGAMBATI, Luciana
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The weighting of diffusion coefficients in cell calculations

Journal of Nuclear Energy. Parts A/B. Reactor Science and Technology, 1962
Abstract The new theory of leakage in heterogeneous systems introduced in this paper is based on Benoist 's lemma that the leakage from a region of such a system is equal to B2L2, B2 being the geometric buckling and L2 one-sixth of the mean square distance travelled by a neutron between birth and death, provided B2 is small.
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