In Brief: Azzam illustrates Levi-Strauss on Mythologiques

[ by Charles Cameron — the geometry of two miracle stories from Abdullah Azzam ]

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SPEC DQ Azzam honey & vinegar

These two tales are taken from Abdullah Azzam, Signs of ar-Rahman in the Jihad of Afghanistan.

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Binary oppositions seem to be basic to the human thought process, and this simple, elegant observation has in turn given rise to a number of interesting philosopphical explorations, some of which are expressed perhaps most powerully in diagrams. I am thinking here of the medieval square of opposition — as in this diagram taken from Georg Reisch, Margarita Phylosophica tractans de omni genere scibili, Basel 1517:

square_of_opposition SEMBL

Algirdas Greimas developed his semiotic square from this medieval diagram —

greimas_semiotic_square

— and defines his square as the “visual representation of the logical articulation of any category”. In his “Towards a Theory of Modalities”, Greimas writes:

the terms manifestation vs. immanence .. can be compared profitably with the categories surface vs. deep in linguistics, manifest vs. latent in psychoanalysis, phenomenal vs. noumenal in philosophy, etc.

Then there’s Levi-Strauss and his triangle, essentially a variant on the same idea, applied by LS in his magnificent 4-volume Mythologiques to a wide range of myths — here’s the basic triangle for the first volume, The Raw and the Cooked:

LS culinary_triangle

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