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In this paper we describe a numerical solution of the consumer's life-cycle problem based on value function iteration.
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In [48], we proved the existence of M Z quadrature measures based on arbitrary set of points on ([-1,1]) subject to a density condition, and we gave applications to wavelet-like representations based on values of the function at these points.
First of all, the model structure and value functions are based on value-based MCDA [ 3, 7].
The scoring can be based on a value function, which translates a measure of achievement on the criterion in to a value score on the scale.
end{aligned}In theoretical considerations for approximation based on values of the target function, we will usually assume that the data is available as a sequence ({mathcal{C }_m}) of finite subsets of (mathbb T ^q).
This paper presents a new weighted bivariate blending rational spline interpolation based on function values.
A bivariate rational interpolation method with parameters was created in an earlier work which was based on function values only.
Moreover, positive cubature formulae based on function values at scattered sites are established with respect to the doubling weights on these multivariate domains.
Then we classified all the sub-matrices based on the function value and a pre-calculated lookup table, which identifies the pattern class from the function value.
Moreover, an index based on objective function value is presented to determine the optimal number of each FACTS device in a specific designed algorithm.
The selection of the model was based on objective function value and predictive performance in the form of HbA1c prediction error, assessed by comparing the mean of the individual predictions vs. the mean of the observations of HbA1c.
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