seri-ye Taylor (#)
Fr.: série de Taylor
A series expansion of an infinitely differentiable function about a point a: Σ (1/n!) (x - a) n f n (a), where fn(a) is the n-th derivative of f at a, and the sum over n = 0 to ∞. If a = 0 the series is called a → Maclaurin series.
Named for the English mathematician Brook Taylor (1685-1731); → series.