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In this paper we characterize bounded differences of composition operators from standard weighted Bergman spaces Apα into Lebesgue spaces Lq when α>−1 and p>q.
By combining the results of this paper with those of Saukko (2011) [18], we obtain a complete characterization of bounded and compact differences between standard weighted Bergman spaces.
The operator-valued analytic function Wn,T is shown to act as a contractive multiplier from the Hardy space into the associated standard weighted Bergman space.
Using an operator-valued function of the form Wn,T, we parametrize the wandering subspace for a general shift invariant subspace of the corresponding vector-valued standard weighted Bergman space.
We consider a class of bounded linear operators on Hilbert space called n-hypercontractions which relates naturally to adjoint shift operators on certain vector-valued standard weighted Bergman spaces on the unit disc.
For each individual study, we reconstructed a standard 2×2 table and if multiple studies had used the same index test and gold standard weighted averages of the sensitivities, specificities or predictive values were computed.
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Linear regression analysis was then cmpleted with standards weighted at 1/ x.
Two gas models are applied and compared: the absorption-line blackbody distribution function (ALBDF), and the standard weighted-sum-of-gray-gases (WSGG) based on coefficients and correlations that are widely used in engineering.
On the other hand, by taking such frequency as one of the weight factors and integrating variance of order statistics under standard distribution, weighted least square estimation is formed for accurately estimating various censoring samples.
2013 With standard deviation weighted by provincial population.
2013 With standard deviation weighted by provincial GDP.
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