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A philosophical framework holding that mathematics and logic operate within multiple, irreducible contexts—practical, theoretical, cultural, technological—that shape what mathematics becomes. A mathematical concept emerges from the context of practical problems, the context of available notation, the context of institutional training, the context of cultural values, the context of technological possibilities. Multicontextualism insists that understanding the exact sciences requires attending to this contextual multiplicity.
Example: "His multicontextualism of the exact sciences meant he studied the development of calculus not just through Newton and Leibniz, but through the context of navigation, the context of commerce, the context of available notation, the context of university structures—all of which shaped what calculus became."
by Dumu The Void March 20, 2026
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