Submission + - SPAM: Can great art be reimagined as mathematics?
An anonymous reader writes: Mathematics and art have long been portrayed as opposing modes of human understanding. So does it make any sense to reimagine iconic art through the lens of mathematics? Artist and writer, Justin Mullins, argues that it does. He reinterprets Dali's Lobster Telephone using the mathematics of vacuous truths, compares proofs of Pythagoras' Theorem to Monet's repeated studies of Rouen Cathedral and links Einstein's struggle with the cosmological constant to Géricault's Raft of the Medusa . Mullins says all art is homomorphic--transformations that preserves structure--and says his own work follows the same principle.
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