Browsing by Author "Suleiman M.B."

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    Publication
    2 point block backward difference method for solving Riccati type differential problems
    (American Institute of Physics Inc., 2016)
    Rasedee A.F.N.B.
    ;
    Sathar M.H.B.A.
    ;
    Deraman F.
    ;
    Ijam H.M.
    ;
    Suleiman M.B.
    ;
    Saaludin N.B.
    ;
    Rakhimov A.
    ;
    Faculty of Economics and Muamalat
    ;
    Universiti Sains Islam Malaysia (USIM)
    ;
    International Islamic University Malaysia (IIUM)
    ;
    Universiti Putra Malaysia (UPM)
    ;
    Universiti Malaysia Perlis (UniMAP)
    ;
    Universiti Kuala Lumpur (UniKL)
    A two point block backward difference method is established to solve Riccati differential equations directly. Based on a predictor-corrector two point block backward difference method (2PBBD), a code is developed using a set of integration coefficients that eliminates the need to be calculated at every step change. The method requires calculating the integration coefficients only once in the beginning. The 2PBBD has an added advantage of a recurrence relationship between coefficients of different orders which provides a more elegant algorithm. The recurrence relationship between coefficients also reduces the computational cost. � 2016 Author(s).