There exists, in the popular imagination, a great chasm between two modes of human thought: the literary and the mathematical. On one side stand the readers of verse, the lovers of metaphor, the interpreters of narrative — people who deal in ambiguity, emotion, and the irreducible complexity of human experience. On the other stand the calculators, the geometers, the algebraists — minds drawn to certainty, proof, and the crystalline clarity of number. This essay argues that such a division is not merely overstated but fundamentally false. English literature and mathematics are not opposites; they are, at their deepest levels, kindred disciplines — both devoted to pattern, both obsessed with infinity, and both, at their finest, possessed of an austere and startling beauty. The connections between these fields are neither superficial nor incidental. They emerge from the very formal structures of English poetry, from the biographical curiosities of its greatest authors, and from the philosophical preoccupations that recur across centuries of imaginative writing. To read Shakespeare with a mathematical eye, or to approach a differential equation with a poet’s sensibility, is not to distort either discipline but to restore to each something that was never truly absent.
Victoria Akopova (Tue,) studied this question.