Abstract:In this paper, we present a numerical method for solving delay differential equations (DDEs). The method utilizes radial basis functions (RBFs). Error analysis is presented for this method. Finally, numerical examples are included to show the validity and efficiency of the new technique for solving DDEs.
“…For the notions used below we refer to [2][3][4][5][6][7][8][9][10]. In the next section we recall some of the main tools used in the subsequent sections of this paper.…”
Section: Definition 21 ( Time Scale) a Time Scale T Is An Arbitrarymentioning
Let T be an arbitrary time scale that is unbounded above. In this paper, we will present some stability criteria for first order delay differential equationsusing their asymptotic behavior.
“…For the notions used below we refer to [2][3][4][5][6][7][8][9][10]. In the next section we recall some of the main tools used in the subsequent sections of this paper.…”
Section: Definition 21 ( Time Scale) a Time Scale T Is An Arbitrarymentioning
Let T be an arbitrary time scale that is unbounded above. In this paper, we will present some stability criteria for first order delay differential equationsusing their asymptotic behavior.
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