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Exact(49)
Given the functions f 1(X p,Y p ) and f 2(X p,Y p ), we define the derivative matrix D, the current approximate result ({vec {psi }_{k}}), and a more accurate approximation ({vec {psi }_{k+1}}) to compute ({vec {psi }_{p}}).
Under these circumstances, consideration of a more accurate approximation of the distribution function is extremely important.
Hence, obtaining a more accurate approximation for evaluating the density or the distribution function of i.n.i.d.n.i.d
A more accurate approximation can be obtained by increasing the number of basis functions.
Numerical results show that more accurate approximation can be achieved with less error variance/signal power.
We indicate a more accurate approximation than the results of Jang and Park which are obtained in [18].
Similar(11)
The larger values of N c ×n t and n t provide more accurate approximations.
The derivation is based on the centre manifold theory to obtain successively more accurate approximations in a consistent manner.
A mathematical analysis in [9] shows that the approximation error in (2) is reasonable, but more accurate approximations exist that take both amplitude and phase into consideration [23].
Recently, many inspiring results of establishing more precise inequalities and more accurate approximations for the Somos quadratic recurrence constant and generalized-Euler-constant function were given.
The authors also intend to develop closed-form form expressions or more accurate approximations for the symbol error probability of those systems.
More suggestions(16)
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com