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Exact(2)
The analogous result for a trigonometric approximation was given in [2].
Based on the Fefferman's idea, the iteration formula of the approximation was given in more detail by Graham in [7].
Similar(58)
The desired useful approximation is given by the central limit theorem, which in the special case of the binomial distribution was first discovered by Abraham de Moivre about 1730.
A best approximation is given by (1.1).
Therefore, an appropriate approximation is given by (17).
The eigenvalue bounds which verify the effectiveness of the Schur complement approximation are given.
Further details on this approximation are given in Appendix A.1 Loglinear approximation of residual BER curves.
The corresponding Gaussian approximation is given by μ G =1.3 and σ G =1.6.
A good approximation is given by Figure 7 Knife edge diffraction parameters.
Some applications of the fixed point theorems to best simultaneous approximation are given in [130 136].
The estimates for the error of approximation are given with an explicit constant.
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