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2009•Journal of Institute of Control Robotics and SystemsOpen access

Computing Biquadratic Transformation Matrix

Dongmin Kim

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Abstract

Recently it has been shown in the literature that a biquadratic transformation can be used to deal with the pathological cases arising in the bilinear transformation. This paper concerns the computational aspect of the biquadratic transformation. Two efficient algorithms are presented to compute the transformation matrix.

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What this paper is about

Recently it has been shown in the literature that a biquadratic transformation can be used to deal with the pathological cases arising in the bilinear transformation. This paper concerns the computational aspect of the biquadratic transformation. Two efficient algorithms are presented to compute the transformation matrix.

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Available abstract

Recently it has been shown in the literature that a biquadratic transformation can be used to deal with the pathological cases arising in the bilinear transformation. This paper concerns the computational aspect of the biquadratic transformation. Two efficient algorithms are presented to compute the transformation matrix.

Key concepts: Transformation (genetics), Bilinear transform, Transformation matrix, Matrix (chemical analysis), Bilinear interpolation, Algebra over a field, Computer science, Mathematics

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