Continuity is philosophically significant in several areas. In
mathematics and physics,
continuity concerns unbroken, infinitely divisible magnitudes (Leibniz's calculus, Cantor's continuum). In personal identity, the question of continuity asks what makes me the same person I was
twenty years ago — Locke's answer (psychological continuity through memory), Parfit's
challenge to this answer (bundles without a persisting self), and the Buddhist
denial of the substantial self all bear on the philosophy of identity. Bergson's philosophy of time treats duration (durée) as a continuous, indivisible flow that is distorted when represented as a series of discrete states. In political philosophy, Burke's conservatism treats the continuity of tradition as a
value — inherited institutions embody the wisdom of generations. For poets, continuity and its rupture (discontinuity) are both formal and existential concerns. Related terms: Bergsonian duration, personal identity, Locke's memory theory, Parfit, persistence, tradition.