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For mapping the half plane with a semi-elliptic notch a rational mapping function is used.
In the online phase, a mapping function is computed based on the incoming testing data to perform model adaptation.
A novel linear mapping function is presented to transform the complex-valued system into the real-valued system.
The derived mapping function is incorporated into a radio resource allocation algorithm for orthogonal frequency division multiple access (OFDMA) systems.
The experimental mapping function is used in SBAS ionospheric correction and the precision of vertical correction is compared with standard mapping function.
The complex potential function method in combination with the conformal mapping function is applied to solve the governing non-classical equations.
The error mapping function is formulated with a goal that enables the source errors affecting the uncompensatable pose error to be found.
A mapping function is designed to highlight the effectiveness of low-layer similarity, when measuring fine-grained similarity between query image and its nearest neighbors with similar semantic.
The injectivity (one-to-one property) of rational Bézier curve as a mapping function is equivalent to the curve without self-intersections.
Aimed at the modeling issues in design and quick processing of extruding die for special-shaped products, with the help of Conformal Mapping theory, Conformal Mapping function is determined by the given method of numerical trigonometric interpolation.
In the probabilistic approach, a calibrated mapping function is developed in the context of Bayes' theorem in order to capture the failure probabilities (PL) in the absence of the knowledge of parameter uncertainty.
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