Exponential Growth

From “exponent,” Latin “exponere” (to set forth), ex- (out) plus ponere (to place); the notion of a number placed above to signal repeated multiplication was named by 16th-century mathematicians such as Michael Stifel. “Exponential” came to describe growth governed by such a power.

  1. noun phrase · /ek-spoh-NEN-shuhl GROHTH/

    Growth in which a quantity increases by a fixed percentage each period, so the increases themselves keep getting bigger.

    The pattern human intuition most reliably fails at — the reason pandemics, viral posts, and compound debt seem to erupt “out of nowhere.”

    A pond lily that doubles daily and covers the pond on day 30 was still only half-covered on day 29 — that is exponential growth hiding until the end.

    It is often misused for anything fast; true exponential growth differs from linear growth by adding a constant percentage, not a constant amount, so the two curves diverge without limit.