Episode April 1, 2026 25 min 12s

Mathematics in Twentieth-Century Literature and Art: Content, Form, Meaning

Explores the multifaceted relationship between mathematical concepts and creative expression across the arts. It begins by examining surrealist writing and art, showcasing how mathematical surfaces, new geometries, and abstract ideas influenced artists like Man Ray and writers like André Breton. The text then investigates the role of axiomatic structures in art, such as Malevich's "Black Square," and in literature, connecting them to Hilbert's foundational work in geometry. Further chapters reveal how mathematical forms like the Möbius strip and Klein bottle provided literal and conceptual frameworks for narratives by authors like John Barth and Alain Robbe-Grillet, while also discussing the presence of infinite numbers and graph theory in literary choices. Finally, the source illustrates the use of mathematical principles in poetry, random art, and algorithmic composition, demonstrating how artists like Alfred Jensen and writers like Jackson Mac Low integrated numbers, prime numbers, and arbitrary systems into their creative processes, ultimately arguing for mathematics' significant role in understanding modern artistic thought.

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