Dr. Khalid Mohamed Hosny
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Dr. Khalid Mohamed Hosny

Professor
Department of Computer Science, Zagazig University, Egypt

Highest Degree
Ph.D. in Mathematical Modelling from Zagazig University, Zagazig, Egypt

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Area of Interest:

Computer Sciences
100%
Image Processing
62%
Pattern Recognition
90%
Computer Vision
75%
Modeling
55%

Research Publications in Numbers

Books
3
Chapters
7
Articles
102
Abstracts
9

Selected Publications

  1. Hosny, K.M., 2011. Image representation using accurate orthogonal gegenbauer moments. Pattern Recognit. Lett., 32: 795-804.
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  2. Hosny, K.M., 2011. Fast and low-complexity method for exact computation of three-dimensional legendre moments. Pattern Recognit. Lett., 32: 1305-1314.
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  3. Hosny, K.M., 2011. Accurate orthogonal circular moment invariants of gray-level images. J. Comput. Sci., 7: 715-722.
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  4. Ismail, I.A., M.A. Shouman, K.M. Hosny and H.M.A. Salam, 2010. Invariant image watermarking using accurate zernike moments. J. Comput. Sci., 6: 52-59.
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  5. Hosny, K.M., 2010. Robust template matching using orthogonal legendre moment invariants. J. Comput. Sci., 6: 1083-1087.
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  6. Hosny, K.M., 2010. Refined translation and scale Legendre moment invariants. Pattern Recog. Lett., 31: 533-538.
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  7. Hosny, K.M., 2010. New set of rotationally legendre moment invariants. Int. J. Electr. Comput. Syst. Eng., 4: 176-180.
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  8. Hosny, K.M., 2010. Fast and accurate method for radial moment`s computation. Pattern Recognit. Lett., 31: 143-150.
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  9. Hosny, K.M., 2010. A systematic method for efficient computation of full and subsets Zernike moments. Inform. Sci., 180: 2299-2313.
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  10. Hosny, K.M., 2010. A symmetry-based method for efficient computation of 2D image moments. Proceedings of the 20th International Conference on Computer Theory and Applications, Oct. 23-25, Alexandria, Egypt, pp: 31-35.
  11. Hosny, K.M., M.A. Shouman and H.M. Abdel Salam, 2009. Fast computation of orthogonal fourier-mellin moments in polar coordinates. J. Real-Time Image Process., 6: 73-80.
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  12. Hosny, K.M., 2008. Optimized set of RST moment invariants. Am. J. Applied Sci., 5: 726-735.
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  13. Hosny, K.M., 2008. On the computational aspects of affine moment invariants for gray-scale images. Applied Math. Comput., 195: 762-771.
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  14. Hosny, K.M., 2008. Fast computation of accurate Zernike moments. J. Real-Time Image Process., 3: 97-107.
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  15. Hosny, K.M., 2007. Exact and fast computation of geometric moments for gray level images. Applied Math. Comput., 189: 1214-1222.
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  16. Hosny, K.M., 2007. Exact Legendre moment computation for gray level images. Patt. Recog., 40: 3597-3605.
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  17. Hosny, K.M., 2007. Efficient computation of legendre moments for gray level images. Int. J. Image Graphics, 7: 735-747.
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  18. Hosny, K.M., I.A. Ismail and A. Hamed, 2002. Numerical simulation of shocked sound waves using compact scheme. Arabian J. Sci. Eng., 27: 151-164.
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  19. Hosny, K.M., I.A. Ismail and A. Hamed, 2000. Simulation of shocked acoustic wave using DRP scheme. Istanbul Univ. Fen Fak. Mat. Der., 59: 145-166.
  20. Hosny, K.M., I.A. Ismail and A. Hamed, 2000. Simulating shocked sound waves using DRP and 2N LDDRK schemes. Proceedings of the IASTED International conference Applied Simulation and Modeling, Aug. 24-26, Banff, Canada, pp: 1056-1062.
  21. Ismail, I.A. and K.M. Hosny, 1994. On the flow over square cavities. Bull. Faculty Sci. Zagazig Univ., 16: 171-192.