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With the aid of Gauss-Chebyshev integration technique, the integral equations are further reduced to a system of algebraic equations.
In particular, we investigate the integration technique, which is designed to integrate fuzzy XML data collected from different data sources.
Hence star integration technique was used in the DSS.
The locking phenomenon is avoided by this particular integration technique.
The calculation is based on a numerical wavenumber integration technique.
The third suggested technique is named the direct integration technique.
The method is numerically compared with the numerical integration technique.
The complimentary CDF can be approximated with the trapezoidal numerical integration technique.
Excellent dynamic range can be obtained with a new bi-frame integration technique.
Equation (5) can be readily evaluated using a numerical integration technique such as Simpson's Rule.
We present extensions of the Gibbs Duhem integration technique that permit its application to mixtures.
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