Example: barber

An Introduction to Complex Differentials and Complex ...

2. Complex Differentiability and Holomorphic Functions 5 The remainder term e(z;z0) in (2.4) obviously is o(jz z0j) for z!z0 and therefore g(z z0) dominates e(z;z0) in the immediate vicinity of z0 if g6=0.Close to z0, the differentiable function f(z) can linearly be approximated by f(z0) + f0(z0)(z z0).The difference z z0 is rotated by \f0(z 0), scaled by jf0(z0)jand afterwards shifted by …

Tags:

  Complex

Information

Domain:

Source:

Link to this page:

Please notify us if you found a problem with this document:

Other abuse

Advertisement

Transcription of An Introduction to Complex Differentials and Complex ...

Related search queries