| T.L. Saaty, Modern Nonlinear Equations, Dover, New York, 1964. |
....has been analysed using two main approaches. Frequency domain methods were introduced by Popov (see [8] 21] 19] These methods may be applied directly to analyse integral equations and integro differential equations of Volterra type. Lyapunov s second method (see, for example, 12] 18] [22]) is often used as a tool for the stability analysis and the prediction of qualitative behaviour of solutions of differential equations. The method of Lyapunov may be applied to integro differential equations ( 1] 13] 19] Some authors (see, for example, 8] consider hybrid approaches that ....
T.L. Saaty, Modern Nonlinear Equations, Dover, New York, 1964.
....has been analysed using two main approaches. Frequency domain methods were introduced by Popov (see [8] 21] 19] These methods may be applied directly to analyse integral equations and integro differential equations of Volterra type. Lyapunov s second method (see, for example, 12] 18] [22]) is often used as a tool for the stability analysis and the prediction of qualitative behaviour of solutions of differential equations. The method of Lyapunov may be applied to integro differential equations ( 1] 13] 19] Some authors (see, for example, 8] consider hybrid approaches that ....
T.L. Saaty, Modern Nonlinear Equations, Dover, New York, 1964.
No context found.
T. L. Saaty, Modern Nonlinear Equations. Dover Publications, 1981.
No context found.
T.L. Saaty, Modern Nonlinear Equations, 2Ed (Dover, 1981).
No context found.
T. L. Saaty, Modern Nonlinear Equations. Dover Publications, 1981.
No context found.
T.L. Saaty, Modern Nonlinear Equations, 2Ed (Dover, 1981).
No context found.
T.L. Saaty, "Modern Nonlinear Equations", Dover Publications Inc., 1981.
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