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The complex logarithm, exponential and power functions
scipp.ucsc.edu3. Definition of the complex exponential function We begin with the complex exponential function, which is defined via its power series: ez = X∞ n=0 zn n!, where z is any complex number. Using this power series definition, one can verify that: e z1+ 2 = ez1ez2, for all complex z 1 and z 2. (39)