This research aims at investigating some specific metaphorical applications of the concept of causality in Suhrawardi's philosophy, basically referring to the theory of conceptual metaphor. Hitherto, two traditional and contemporary theories have been discussed in this regard. Regarding the traditional theory represented by Aristotle Metaphor, it can be regarded as the use of the name of something for something else. According to this view, the reason why one word is used instead of another is a pre-existing and objective similarity between (...) the two phenomena. Contemporary metaphor theory holds that, in addition to objective similarity, non-objective similarities, the creation of similarities by the mind and the correlation in experience are bases for the formation of metaphors. In Suhrawardi's philosophy, causality has been conceptualized as a key philosophical concept with the help of various metaphors. (shrink)

Regarding the classical theory, metaphors have been regarded as decorative things, belonging to the literary language and distinctive from philosophical and scientific language. Besides, according to this theory, the basis of the forming of metaphors is the similarity between two phenomena. However, considering the contemporary theory, not only the literary language but also the scientific and philosophical ones are metaphorical. Moreover, the basis of the forming of metaphors is not only the objective similarities, but also the non-objective ones and experiential (...) co-occurrences. In contemporary theory, a metaphor is the transition of the source domain structure to the target domain. According to this theory, philosophical concepts are conceptualized through metaphors. Lakoff and Johnson believe that mind is conceptualized through metaphors. The present article shows that Shaykh al-Isḥāq (Suhrawardī) would also structure the mind through metaphors. In Suhrawardī's Epistemology, different aspects of perception are formulated through concepts such as seeing, illumination, manipulating objects, Constructions, mathematical calculations, and motion. (shrink)