complex differentiability 예문

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1. The relationship between real differentiability and complex differentiability is the following.
2. Besides, it is not clear if you mean real or complex differentiability.
3. The sole existence of partial derivatives satisfying the Cauchy Riemann equations is not enough to ensure complex differentiability at that point.
4. If you mean infinitely differentiable in the complex sense, then complex differentiability ( that is f holomorphic ) is sufficient ( it's equivalent ) ad implies that f n converges to f uniformly on all closed disks centered at z 0 and contained in & Omega;.
5. Banach space " X " to another complex Banach space " Y ", the G鈚eaux derivative ( where the limit is taken over complex " ? " tending to zero as in the definition of complex differentiability ) is automatically linear, a theorem of.