Minimum rejection response array filters in the presence of white noise. - Magdy T. Hanna; Marwan A. Simaan (ICASSP, 1985)

Absolutely optimum array filters for sensor arrays. - Magdy T. Hanna; Marwan A. Simaan (IEEE Trans. Acoust. Speech Signal Process., 1985)

Array filters for attenuating coherence interference in the presence of random noise. - Magdy Tawfik Hanna; Marwan A. Simaan (IEEE Trans. Acoust. Speech Signal Process., 1986)

Minimally sensitive digital filters for array data processing. - Magdy T. Hanna; Marwan A. Simaan (ICASSP, 1987)

Design and implementation of velocity filters using multichannel array processing techniques. - Magdy Tawfik Hanna; Marwan A. Simaan (IEEE Trans. Acoust. Speech Signal Process., 1987)

Array filters for attenuating multiple coherent interference. - Magdy Tawfik Hanna (IEEE Trans. Acoust. Speech Signal Process., 1988)

Digital filters for attenuating interference arriving from a wide range of angles. - Magdy T. Hanna; Arash Kia; John P. Robinson (IEEE Trans. Signal Process., 1992)

Maximally Continuous Windows. - Magdy T. Hanna (ISCAS, 1994)

A Linear Phase Maximally Flat Low-Pass FIR Filter. - Magdy T. Hanna (ISCAS, 1994)

Windows with rapidly decaying sidelobes and steerable sidelobe dips. - Magdy T. Hanna (IEEE Trans. Signal Process., 1994)

A closed-form least squares solution to the discrete frequency domain design problem of two-dimensional FIR filters. - Magdy T. Hanna (ICASSP, 1995)

A singular value decomposition derivation in the discrete frequency domain of optimal noncentro-symmetric 2-D FIR filters. - Magdy T. Hanna (IEEE Trans. Signal Process., 1998)

On the generalized eigenvectors of a class of moment matrices. - Magdy T. Hanna (IEEE Trans. Signal Process., 1998)

On the stability of a Tank and Hopfield type neural network in the general case of complex eigenvalues. - Magdy T. Hanna (IEEE Trans. Signal Process., 2000)

Bases for the whole sample symmetric filter banks using a complex allpass filter. - Magdy T. Hanna (ICASSP (6), 2003)

A discrete fractional Fourier transform based on orthonormalized McClellan-Parks eigenvectors. - Magdy T. Hanna (ISCAS (4), 2003)

A centrosymmetric matrix based technique for the interpolation of a Hermitian signal. - Magdy Tawfik Hanna; Sana Ahmed Mansoori (Numer. Linear Algebra Appl., 2003)

Multiple signal extraction by multiple interference attenuation in the presence of random noise in seismic array data. - Magdy T. Hanna (IEEE Trans. Signal Process., 2003)

Hermite-Gaussian-like eigenvectors of the discrete Fourier transform matrix based on the singular-value decomposition of its orthogonal projection matrices. - Magdy T. Hanna; Nabila P. Attalla Seif; M. Waleed Abd El Maguid Ahmed (IEEE Trans. Circuits Syst. I Regul. Pap., 2004)

Hermite-Gaussian-like eigenvectors of the DFT matrix generated by the eigenanalysis of an almost tridiagonal matrix. - Magdy T. Hanna; Nabila P. Attalla Seif; M. Waleed Abd El Maguid Ahmed (ISCAS (1), 2005)

Hermite-Gaussian-like eigenvectors of the discrete Fourier transform matrix based on the direct utilization of the orthogonal projection matrices on its eigenspaces. - Magdy T. Hanna; Nabila P. Attalla Seif; M. Waleed Abd El Maguid Ahmed (IEEE Trans. Signal Process., 2006)

Direct Batch Evaluation of Desirable Eigenvectors of the DFT Matrix by Constrained Optimization. - Magdy T. Hanna (ISCAS, 2007)

On the Angular Decomposition Technique for Computing the Discrete Fractional Fourier Transform. - Magdy T. Hanna (ISCAS, 2007)

Discrete fractional Fourier transform based on the eigenvectors of Grünbaum tridiagonal matrix. - Magdy T. Hanna; Nabila P. Attalla Seif; M. Waleed Abd El Maguid Ahmed (ISCAS, 2008)

Discrete fractional Fourier transform based on the eigenvectors of tridiagonal and nearly tridiagonal matrices. - Magdy T. Hanna; Nabila P. Attalla Seif; M. Waleed Abd El Maguid Ahmed (Digit. Signal Process., 2008)

Direct Batch Evaluation of Optimal Orthonormal Eigenvectors of the DFTMatrix. - Magdy T. Hanna (IEEE Trans. Signal Process., 2008)

Direct Sequential Evaluation of Hermite-Gaussian-like Eigenvectors of the DFT Matrix. - Magdy T. Hanna (ISCAS, 2009)

Orthonormal eigenvectors of the DFT-IV matrix by the eigenanalysis of a nearly tridiagonal matrix. - Magdy T. Hanna (ISCAS, 2011)

The orthogonal projection matrices on the eigenspaces of the DFT-IV matrix. - Magdy Tawfik Hanna (MWSCAS, 2012)

Fully fledged versus simple fractional discrete Fourier transform of type IV. - Magdy Tawfik Hanna (MWSCAS, 2012)

Revised Direct Batch Evaluation of optimal orthonormal eigenvectors of the DFT matrix. - Magdy Tawfik Hanna (MWSCAS, 2012)

Trimmed thresholding with SURE for denoising signals. - Maha A. Hassanein; Menna El Barawy; Nabila Philip A. Seif; Magdy Tawfik Hanna (MWSCAS, 2012)

Direct sequential evaluation of optimal orthonormal eigenvectors of the discrete Fourier transform matrix by constrained optimization. - Magdy T. Hanna (Digit. Signal Process., 2012)

Fractional discrete Fourier transform of type IV based on the eigenanalysis of a nearly tridiagonal matrix. - Magdy T. Hanna (Digit. Signal Process., 2012)

The direct batch generation of Hermite-Gaussian-like eigenvectors of the DFT matrix using the notion of matrix pseudoinverse. - Magdy T. Hanna (ICASSP, 2013)

Image watermarking based on the two dimensional fully fledged fractional discrete fourier transform of type IV. - Magdy Tawfik Hanna (ISCCSP, 2014)

The revised direct batch evaluation algorithm of optimal eigenvectors of the DFT matrix using the notion of Moore-Penrose matrix pseudoinverse. - Magdy Tawfik Hanna (ISCCSP, 2014)

A discrete fractional Hankel transform based on the eigen decomposition of a symmetric kernel matrix of the discrete Hankel transform. - Magdy Tawfik Hanna (MWSCAS, 2017)

Performance study of the SURE trimmed denoising method for one dimensional signals. - Maha A. Hassanein; Magdy Tawfik Hanna (MWSCAS, 2017)

Signal Denoising Using Optimized Trimmed Thresholding. - Maha A. Hassanein; Magdy Tawfik Hanna; Nabila P. Attalla Seif; Menna T. M. M. Elbarawy (Circuits Syst. Signal Process., 2018)

Fractionalization of a Discrete Hankel Transform Based on an Involutory Symmetric Kernel Matrix. - Magdy Tawfik Hanna (Circuits Syst. Signal Process., 2022)

Discrete fractional Hankel transform based on a nonsymmetric kernel matrix. - Magdy Tawfik Hanna (Digit. Signal Process., 2022)

Revised direct batch evaluation of optimal orthonormal eigenvectors of the DFT-IV matrix using the notion of matrix pseudoinverse. - Magdy Tawfik Hanna (Digit. Signal Process., 2022)

Correction to: Fractionalization of a Discrete Hankel Transform Based on an Involutory Symmetric Kernel Matrix. - Magdy Tawfik Hanna (Circuits Syst. Signal Process., 2023)

Direct Batch Generation of Optimal Eigenvectors of the Symmetric Kernel of the Discrete Hankel Transform. - Magdy Tawfik Hanna (MWSCAS, 2024)

Direct Sequential Generation of Optimal Eigenvectors of the Symmetric Kernel of the Discrete Hankel Transform. - Magdy Tawfik Hanna (MWSCAS, 2024)

Matrix-based evaluation of the fractional Hankel transform by bessel series expansion. - Magdy Tawfik Hanna (Appl. Math. Comput., 2026)