Mulla Sadra's Strong fundationalism and epistemic justification

Abstract:
Strong foundationalism is considered as one of the theories of epistemic justification with a long-standing history. Most of traditional philosophers including Plato and Aristotle in Greece to the Muslim philosophers, rationalists and empiricists in the modern classic era, and some contemporary philosophers have accepted this doctrine. Mulla Sadra is also a foundationalist epistemologically. It should be also pointed that the foundationalism in the western epistemology is based on a concentration on judgmental acquired knowledge rather than conceptual knowledge. It is assumed that the knowledge is merely a matter of judgment than conceptual. However, Mulla Sadra’s view has been established when conceptual knowledge was in the center of attention and on the basis of this knowledge, sapiential knowledge has been considered. For the most important reason for strong foundationalism is based on the notion of cognitive regress infinitum. He by acknowledging the foundationalism, has defended this theory. Mulla Sadra justified the knowledge by the self- evident knowledge and based on their clarity and distinct transparency, he tries to justify the other own beliefs. His approach to pass from self- evident knowledge to the speculative is in fact demonstrative syllogism completely adjust to the strong foundationalism. As a result, it could be claimed that Sadra's theory is susceptible to be unfettered from the problems such as non-standard basic propositions, the limitation of the self- evident statements, the lack of common middle term in the self- evident propositions and the relationship between the self- evident and truth which could be also raised against foundationalism. However, Mullasadra’s existential outlook to the knowledge and the role of knowledge in presence in his epistemology let him to answer the questions raising against the basic propositions.
Language:
Persian
Published:
Journal of Epistemological Research, Volume:5 Issue: 2, 2017
Pages:
67 to 95
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