| 单词 | Bieberbach conjecture |
| 释义 | Bieberbach conjecture [`bē·bǝ´bäk kǝn´jek·chǝr] MATHEMATICS The conjecture that if a function f (z ) is analytic and univalent in the unit disk, and if it has the power series expansion z+a2z2+a3z3+. . ., then, for all n (n =2, 3, . . .), the absolute value of an is equal to or less than n. |
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