| 释义 |
Julia set
Ju·li·a set J5081250 (jo͞o′lē-ə)n. For any holomorphic function on a complex plane, the boundary of the set of points whose result diverges when the function is iteratively evaluated at each point.
[After Gaston Julia (1893-1978), French mathematician.]Julia set
Julia set[′jül·yə ‚set] (mathematics) For a polynomial, p, with degree greater than 1, the Julia set of p is the boundary of the set of complex numbers, z, such that the sequence p (z), p 2(z), …, pn (z), … is bounded, where p 2(z) = p [p (z)], and so forth. |