Continuity of material causes and the problem of infinity of time in Mulla Sadra

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ziaei Ghahnavieh majid

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Journal Paper

Paper Information

Journal: JOURNAL OF PHILOSOPHICAL MEDITATIONS Year:2018 | Volume:8 | Issue:20 Page(s): 249-268

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Information Journal Paper

Title

Continuity of material causes and the problem of infinity of time in Mulla Sadra

Author(s)

ziaei Ghahnavieh majid | Issue Writer Certificate

Keywords

timeQ2

continuityQ2

infinityQ2

movementQ2

Mulla SadraQ2

Abstract

Sadra believes that all types of causes are finite. one type of this causes is the material cause. If we believe that the material causes of one thing is finite, then we must accept that the time is also finite. but there are good reasons that proves the infinity of time. so we must resolve the conflict between these two reasons. the solution is based on the base of division of time. the time divided to its parts, because of the division of distance of the movement that the time is the value of it. so replacing the straight path to the circular path will help us resolving the problem. In fact, the idea that we have infinite time, is based on the notion of an infinite straight distance while the distance is different than the time, and also the distance that produces the infinite time could be on a circular path, in which case the problem of contradiction between the reasons of infinity of time will be solved.

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APA: Copy

ziaei Ghahnavieh, majid. (2018). Continuity of material causes and the problem of infinity of time in Mulla Sadra. JOURNAL OF PHILOSOPHICAL MEDITATIONS, 8(20 ), 249-268. SID. https://sid.ir/paper/377161/en

Vancouver: Copy

ziaei Ghahnavieh majid. Continuity of material causes and the problem of infinity of time in Mulla Sadra. JOURNAL OF PHILOSOPHICAL MEDITATIONS[Internet]. 2018;8(20 ):249-268. Available from: https://sid.ir/paper/377161/en

IEEE: Copy

majid ziaei Ghahnavieh, “Continuity of material causes and the problem of infinity of time in Mulla Sadra,” JOURNAL OF PHILOSOPHICAL MEDITATIONS, vol. 8, no. 20 , pp. 249–268, 2018, [Online]. Available: https://sid.ir/paper/377161/en

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