Difference between revisions of "Conformal transformation"
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A '''conformal transformation''' is a [[function]] which preserves [[angle]]s. A [[holomorphic]] [[function]] is '''conformal''' if and only if its [[derivative]] is not zero. | A '''conformal transformation''' is a [[function]] which preserves [[angle]]s. A [[holomorphic]] [[function]] is '''conformal''' if and only if its [[derivative]] is not zero. | ||
| − | [[Category:Complex | + | [[Category:Complex Analysis]] |
Revision as of 01:02, August 14, 2018
A conformal transformation is a function which preserves angles. A holomorphic function is conformal if and only if its derivative is not zero.