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Rotation and translation invariants of Gaussian-Hermite moments
Geometric moment invariants are widely used in many fields of image analysis and pattern recognition since their first introduction by Hu in 1962. A few years ago, Flusser has proved how to find the independent and complete set of geometric moment ...
Moments and moment invariants in the Radon space
Radon transform has been acknowledged as the promising solution for image processing due to its high noise robustness and the ability of converting the rotation, scaling and translation operations on a pattern image into translations and scaling in the ...
Generic orthogonal moments: Jacobi-Fourier moments for invariant image description
A multi-distorted invariant orthogonal moments, Jacobi-Fourier Moments (JFM), were proposed. The integral kernel of the moments was composed of radial Jacobi polynomial and angular Fourier complex componential factor. The variation of two parameters in ...






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