| References |
Greaves, C., On algebraic triplets Proc. Irisn Acad., 3, pp. 51-54. , 57–64, 80–84, 105–108; Ekaterina, L.-R., Nikitin, I., Labunets, V., Unified approach to fourier-cliffordprometheus sequences, transforms and filter banks (2003) Computational Noncommutative Algebra and Applications. NAII, 136, pp. 389-400. , Byrnes, J. (ed.), Springer, Dordrecht; Ekaterina, L.-R., Maidan, A., Novak, P., Color wavelet-haar-prometheus transforms for image processing (2003) Computational Noncommutative Algebra and Applications; Labunets, V., Rundblad, E., Astola, J., Is the brain a ‘clifford algebra quantum computer’? (2002) Applied Geometrical Algebras in Computer Science and Engineering, pp. 486-495. , Dorst, L., Doran, C., Lasenby, J. (eds.), Birkhäuser Boston, New York; Labunets-Rundblad, E., Labunets, V., Astola, J., Is the visual cortex a “fast clifford algebra quantum computer”? (2001) Clifford Analysis and Its Applications, NATO Science Series II: Mathematics, Physics and Chemistry, 25, pp. 173-183. , Brackx, F., Chisholm, J.S.R., Souˆcek, V. (eds.), Springer, Dordrecht; Labunets, V., Maidan, A., Rundblad-Labunets, E., Astola, J., Colour triplet-valued wavelets and splines (2001) Image and Signal Processing Ana Analysis, ISPA 2001, pp. 535-541; Labunets, V., Maidan, A., Rundblad-Labunets, E., Astola, J., Colour triplet-valued wavelets, splines and median filters (2001) Spectral Methods and Multirate Signal Processing, SMMSP 2001, pp. 61-70; Labunets-Rundblad, E., Fast fourier-clifford transforms design and application in invariant recognition (2000) Spectral Methods and Multirate Signal Processing, SMMSP 2001, p. 265 |