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122Avicenna on the Nature of Mathematical ObjectsDialogue 55 (3): 511-536. 2016.Some authors have proposed that Avicenna considers mathematical objects, i.e., geometric shapes and numbers, to be mental existents completely separated from matter. In this paper, I will show that this description, though not completely wrong, is misleading. Avicenna endorses, I will argue, some sort of literalism, potentialism, and finitism.
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129Sunday School Student and Theological FatalismSophia 52 (3): 553-555. 2013.I will briefly argue that theological fatalism is not a genuine ‘theological’ problem, for it can be reduced to another alleged incompatibility that arises independently of the existence or non-existence of God. I will conclude that the way of arguing against the existence of God or His omniscience by appealing to theological fatalism is blocked for libertarian atheists
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121The Strong Version of Underdetermination of Theories by Empirical Data: Comments on Woleński's AnalysisForum Philosophicum: International Journal for Philosophy 13 (1): 111-117. 2008.The Polish researcher in the field of logic and philosophy, Jan Woleński, in one of his recent articles, "Metalogical Observations About the Underdetermination of Theories by Empirical Data," logically formalized two weak and strong versions of the underdetermination of theories by empirical data (or UT by abbreviation) and with these formalization has metalogically analyzed these two versions. Finally he has deducted that the weak version is defensible while the strong version is not. In this p…Read more
Tarbiat Modares University
PhD, 2015
Manchester, United Kingdom of Great Britain and Northern Ireland