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Binary Patterns",
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        AUTHOR = "Papakostas, G.A. and Karakasis, E.G. and Koulouriotis, D.E.",
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computer vision applications",
        JOURNAL = PR,
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vision applications",
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approach with application to moment computation",
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Orthogonal Zernike Moments",
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        TITLE = "A filter bank method to construct rotationally invariant moments for
pattern recognition",
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        TITLE = "A filter bank method to construct rotationally invariant moments for
pattern recognition",
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        TITLE = "Exact Legendre moment computation for gray level images",
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moments",
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        TITLE = "Fast computation of accurate Zernike moments",
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@inproceedings{bb95488,
        AUTHOR = "Xu, D. and Li, H.",
        TITLE = "3-D Affine Moment Invariants Generated by Geometric Primitives",
        BOOKTITLE = ICPR06,
        YEAR = "2006",
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@inproceedings{bb95489,
        AUTHOR = "Xu, D. and Li, H.",
        TITLE = "3-D Surface Moment Invariants",
        BOOKTITLE = ICPR06,
        YEAR = "2006",
        PAGES = "IV: 173-176",
        BIBSOURCE = "http://www.visionbib.com/bibliography/match-pl527.html#TT92266"}

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        TITLE = "An automatic method for generating affine moment invariants",
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invariants for pattern recognition applications",
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@article{bb95493,
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@inproceedings{bb95496,
        AUTHOR = "Al Rawi, M.S.",
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of spherical harmonics and recursive radial polynomials",
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        BIBSOURCE = "http://www.visionbib.com/bibliography/match-pl527.html#TT92273"}

@inproceedings{bb95497,
        AUTHOR = "Al Rawi, M.S.",
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Zernike Radial Polynomials Case Study",
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@article{bb95498,
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systems",
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@article{bb95499,
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        JOURNAL = IET-IPR,
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