4. Mathematics
  5. Numerical Analysis

Stephen J. Sangwine

Mathematics – Numerical Analysis

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Biquaternion (complexified quaternion) roots of -1

Mathematics – Rings and Algebras
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Canonic form of linear quaternion functions

Mathematics – Rings and Algebras
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Complex and Hypercomplex Discrete Fourier Transforms Based on Matrix Exponential Form of Euler's Formula

Mathematics – Rings and Algebras
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Determination of the biquaternion divisors of zero, including the idempotents and nilpotents

Mathematics – Rings and Algebras
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Fast complexified quaternion Fourier transform

Mathematics – Numerical Analysis
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Profile ID: LFWR-SCP-P-140180

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