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Information Journal Paper

Title

Re-Defining the Argument of Order Based on Arithmetic Possibilities with Criticism of Stochastic Evolution Theory

Pages

  247-277

Abstract

 One of the most important arguments in proving God’ s existence among the materialistic and the theists is the argument of Order that has been explained with various structures till now. Some of those arguments are based on arithmetic possibilities, which has been faced with serious criticism of the Muslim theologians and scholars and from the fans of Darwin’ s Stochastic Evolution theory or simply the Evolution theory. This article by the use of arithmetic possibilities and designing a mathematical formula, in addition to responding to the critics, has criticized the Stochastic Evolution theory and random order in time. Accordingly it becomes clear that the series of events that lead to a particular result or system over time would not happen in any given time span, and for the complicated order embedded within the creatures to be formed according to random events like none-targeted genetic mutation, there is not enough time. Hence the possibility of creation of the current system of the world by accident is impossible and an existence of a wise element for it is a necessity.

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  • Cite

    APA: Copy

    Poostchi Avval, Masoud, & ASADI, Hojjat. (2020). Re-Defining the Argument of Order Based on Arithmetic Possibilities with Criticism of Stochastic Evolution Theory. THEOLOGY JOURNAL, 7(12 ), 247-277. SID. https://sid.ir/paper/379455/en

    Vancouver: Copy

    Poostchi Avval Masoud, ASADI Hojjat. Re-Defining the Argument of Order Based on Arithmetic Possibilities with Criticism of Stochastic Evolution Theory. THEOLOGY JOURNAL[Internet]. 2020;7(12 ):247-277. Available from: https://sid.ir/paper/379455/en

    IEEE: Copy

    Masoud Poostchi Avval, and Hojjat ASADI, “Re-Defining the Argument of Order Based on Arithmetic Possibilities with Criticism of Stochastic Evolution Theory,” THEOLOGY JOURNAL, vol. 7, no. 12 , pp. 247–277, 2020, [Online]. Available: https://sid.ir/paper/379455/en

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