Exponential function: Difference between revisions

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The ''complex exponential'' is the unique complex function that equals its [[complex derivative]] and takes the value {{tmath|1}} for the argument {{tmath|0}}:
<math display="block">\frac{de^z}{dz}=e^z\quad\text{amdand}\quad e^0=1.</math>
 
The ''complex exponential function'' is the sum of the [[series (mathematics)|series]]