Is mathematics discovered or invented? But what if we have misplaced the scent from the start; in other words what if this clear distinction elides the process itself, if the particular and immanent relation between invention and discovery forms the basis of the ‘singularizing’ expression involved in a new mathematical proof? But a rigorous diagram of novelty itself, of the Event, seems to escape the boundaries of mathematical thought. Ontology is not the […]
Stellar Cartographies has contributed a much-needed translation of one of Albert Lautman’s essays on mathematical reality. Notable themes include Russel, Wittgenstein, Carnap, the Vienna School, Hilbert, philosophy of science, axiomatics, hypercomplex numbers and, you betcha, mathematical reality. Be sure to check this out along with his other translations of Badiou’s logic courses.