Now showing items 1-7 of 7

    • Efficient finite-difference time-domain approach for calculating nonlinear waveguide modes

      Barakat, Nafez M.; Shabat, Mohammed M.; Al-Azab, Samia; Azab, S.; Jager, Dieter S (De Gruyter, 2004)
      This paper proposes an explicit finite-difference timedomain (FDTD) method for solving the wave equation in nonlinear optical waveguiding rectangular structure. The validity of the proposed technique is demonstrated through ...
    • Explicit finite-difference time domain for nonlinear analysis of waveguide modes

      Barakat, Nafez M.; Shabat, Mohammed M.; Al-Azab, Samia; Azab, S.; Jager, Dieter (International Society for Optics and Photonics, 2003)
      The Finite Difference Time Domain Technique is at present the most widely used tool employed in the study of light propagation in various photonic waveguide structure. In this paper we derived an explicit finite-difference ...
    • Finite difference time domain analysis of two-dimensional planar scatter [4829-132]

      Shabat, Mohammed M.; Barakat, Nafez M.; Al-Azab, Samia; Azab, S.; Jager, Dieter (International Society for Optical Engineering; 1999, 2002)
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      LINAR ADDITIVE CODES OVER Z2× Z2

      Al-Ashker, Mohammed M.; El-atrash, Mohammed S.; Azab, S.; Zayed, M (الجامعة الإسلامية - غزة, 2004)
      LINAR ADDITIVE CODES OVER Z2× Z2
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      LINEAR CODES OVER THE RIBG F2+UF2

      Al-Ashker, Mohammed M.; El-atrash, Mohammed S.; Azab, S.; Zayed, M (الجامعة الإسلامية - غزة, 2003)
      LINEAR CODES OVER THE RIBG F2+UF2
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      LINEAR CODES OVER Z4 USING ALMOST-GREEDY ALGORITHM

      Al-Ashker, Mohammed M.; El-atrash, Mohammed S.; Azab, S.; Zayed, M (الجامعة الإسلامية - غزة, 2003)
      In this paper we prove thate the almost-greedy and almost self- orthogonal greedy codes over Z4 with Lee distance are linear when they are generated by using the B-ordering and the almost-greedy algorithm of any ordered ...
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      LINEAR CODES OVER Z4 USING ALMOST-GREEDY ALGORITHM

      Al-Ashker, Mohammed M.; El-atrash, Mohammed S.; Azab, S.; Zayed, M (الجامعة الإسلامية - غزة, 2003)
      In this paper we prove thate the almost-greedy and almost self- orthogonal greedy codes over Z4 with Lee distance are linear when they are generated by using the B-ordering and the almost-greedy algorithm of any ordered ...