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Literaturverzeichnis<br />

[Aach et al., 1995] Aach, T., Kaup, A., Mester, R. On texture analysis: Local energy transforms versus<br />

quadrature filters. Signal Processing, 45:173–181, 1995.<br />

[Abter et al., 1990] Abter, K., Snyder, W.E., Burkhardt, H., Hirzinger, G. Application of affine-invariant<br />

Fourier descriptors to recognition of 3-D objects. IEEE Trans. on Pattern Analysis and Machine<br />

Intelligence, 12:640–647, 1990.<br />

[Abu-Mostafa und Psaltis, 1984] Abu-Mostafa, Y.S., Psaltis, D. Recognitive aspects of moment invariants.<br />

IEEE Trans. on Pattern Analysis and Machine Intelligence, 6:698–706, 1984.<br />

[Abu-Mostafa und Psaltis, 1985] Abu-Mostafa, Y.S., Psaltis, D. Image normalization by complex moments.<br />

IEEE Trans. on Pattern Analysis and Machine Intelligence, 7:46–55, 1985.<br />

[Adams und Ward, 2003] Adams, D., Ward, R.K. Symmetric-extension-compatible reversibel integerto-integer<br />

wavelet transforms. IEEE Trans. on Signal Processing, 51:2624–2636, 2003.<br />

[Agaian und Duvalyan, 1991] Agaian, S., Duvalyan, V. On slant transforms. Pattern Recognition and<br />

Image Analysis, 1:317–326, 1991.<br />

[Agaian et al., 2004] Agaian, S., Tourshan, K., Noonan, J.P. Generalized parametric Slant-Hadamard<br />

transform. Signal Processing, 84(8):1299–1306, 2004.<br />

[Agaian et al., 2001] Agaian, S.S., Panetta, K., Grigoryan, A.M. Transform-based image enhancement<br />

algorithms with performance measure. IEEE Trans. on Information Theory, 47:367–382, 2001.<br />

[Ahmed et al., 1974] Ahmed, N., Natarajan, T., Rao, K.R. Discrete cosine transform. IEEE Trans. on<br />

Computers, 23:88–93, 1974.<br />

[Ahmed und Rao, 1975] Ahmed, N., Rao, K. Orthogonal Transforms for Digital Signal Processing.<br />

Springer, Berlin, Heidelberg, New York, 1975.<br />

[Albert, 1972] Albert, A. Regression and the Moore-Penrose Pseudoinverse, S. 15–23. Academic, New<br />

York, 1972.<br />

[Alexandre und Lockwood, 1993] Alexandre, P., Lockwood, P. Root cepstral analysis: A unified view,<br />

applications to speech processing in car environments. Speech Communication, 12:277–288,<br />

1993.<br />

[Allen und Neely, 1997] Allen, J., Neely, S. Modelling the relation between the intensity JND and<br />

loudness for pure tones and wide-band noise. Journal of the Acoustical Society of America,<br />

102(6):3628–3646, 1997.<br />

[Alt, 1962] Alt, F.L. Digital pattern recognition by moments. In G.L. Fischer, D.K. Pollock, B. Raddack,<br />

M.E. Stevens, Hg., Optical Character Recognition, S. 153–179. Spartan Books, Washington,<br />

1962.<br />

[Amelung, 1995] Amelung, J. Automatische Bildverarbeitung für die Qualitätssicherung. Dissertation,<br />

Technische Hochschule Darmstadt, Darmstadt, Germany, 1995. Darmstädter Dissertationen D17.<br />

[Anderson, 1992] Anderson, M.T. Controllable Multidimensional Filters and Models in Low Level<br />

Computer Vision, Bd. 282 <strong>von</strong> Linköping Studies in Science and Technology. Dissertations. Department<br />

of Electrical Engineering, Linköping University, Linköping, Schweden, 1992.<br />

[Arbter et al., 1990] Arbter, K., Snyder, W., Burkhardt, H., Hirzinger, G. Application of affine-invariant<br />

Fourier descriptors to recognition of 3D objects. IEEE Trans. on Pattern Analysis and Machine<br />

Intelligence, 12:640–647, 1990.<br />

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