On the section on "Conjugation, the norm, and reciprocal" included the comment that, "Unlike the situation in the complex plane, the conjugation of a quaternion can be expressed entirely with multiplication and addition. Shouldn’t the section of quaternions in physics be taken out of the history of quaternions? It seems to me as if the section doesn’t have much to do with history in the first place, and it could be greatly expanded on if taken out. 7 "In fact, the two are identical, if we make the identification.5 Computational complexity of quaternion multiplication.4 Exponential, logarithm, and power functions.
3 non-commutativity and solutions to polynomial.
In: IEEE Information Theory Workshop (ITW 2011), 16–20 October, Paraty, Brazil, 2011. Schulz, D., Seitz, J., Lustosa da Costa, J.P.C.: Widely linear SIMO filtering for hypercomplex numbers. Said, S., Le Bihan, N., Sangwine, S.J.: Fast complexified quaternion Fourier transform. Sangwine S.J., Le Bihan N.: Quaternion singular value decomposition based on bidiagonalization to a real or complex matrix using quaternion householder transformations. Sangwine, S.J., Le Bihan, N.: Quaternion Toolbox for Matlab® version 2 with support for octonions. Sangwine, S.J., Hitzer, E.: Clifford Multivector Toolbox.
Seybold, F.: Gaalet-Geometric Algebra ALgorithms Expression Templates. Proceedings of the 27th Annual Meeting of the German Association for Pattern Recognition, Vienna University of Technology, Vienna, Austria, 31 August–2 September, volume 3663 of Lecture Notes in Computer Science, pp. In: Kropatsch, W.G., Sablatnig, R., Hanbury, A. Perwass, C., Gebken, C., Sommer, G.: Estimation of geometric entities and operators from uncertain data.
QUATERNIONS MATLAB 2017 SOFTWARE
Software library available at: (2008–2016) Pitt, J., Hildenbrand, D., Schwinn, C., Charrier, P., Steinmetz, C.: GAALOP-Geometric Algebra ALgorithms OPtimizer. (eds.) Geometric Algebra with Applications in Science and Engineering, chapter 24, pp. Mann, S., Dorst, L., Bouma, T.: The making of GABLE: a geometric algebra package in Matlab. Research Report CS-99-27, Computer Science Department, University of Waterloo, Canada, 1999. Mann, S., Dorst, L., Bouma, T.: The making of a geometric algebra package in Matlab. Le Bihan N., Sangwine S.J.: Jacobi method for quaternion matrix singular value decomposition. Leopardi, P.C.: GluCat: Generic library of universal Clifford algebra templates. Compiled MS-DOS software application, available from Technical report, Institute of Mathematics, Helsinki University of Technology, 1987. Lounesto, P., Mikkola, R., Vierros, V.: CLICAL user manual: complex number, vector space and Clifford algebra calculator for MS-DOS personal computers. Cambridge University Press, Cambridge (2001). 286 in London Mathematical Society Lecture Note Series, 2nd edn. Lounesto, P.: Clifford Algebras and Spinors, vol. Hitzer, E.: The Creative Peace License, 15 July 2015. Hitzer, E.: Introduction to Clifford’s geometric algebra. Hestenes, D., Sobczyk, G.: Clifford Algebra to Geometric Calculus: A Unified Language for Mathematics and Physics. Hildenbrand, D.: Foundations of Geometric Algebra Computing, volume 8 of Geometry and Computing. Hitzer, E., Nitta, T., Kuroe, Y.: Applications of Clifford’s geometric algebra. Abłamowicz, R., Fauser, B.: Clifford/bigebra, a Maple package for Clifford (co)algebra computations.
0 kommentar(er)
