The exponential function ${e}^{z}$
is a function of one complex variable $z$. It can be defined by the Taylor series 1635f5.

In rendered formulas,

`Exp(z)`is shown as ${e}^{z}$ or as $\exp\!\left(z\right)$ depending on the typographical requirements; no semantic difference is implied.Definitions:

Fungrim symbol | Notation | Short description |
---|---|---|

Exp | ${e}^{z}$ | Exponential function |

Source code for this entry:

Entry(ID("dfbcd9"), SymbolDefinition(Exp, Exp(z), "Exponential function"), Description("The exponential function", Exp(z), "is a function of one complex variable", z, ".", "It can be defined by the Taylor series", EntryReference("1635f5"), "."), Description("In rendered formulas,", SourceForm(Exp(z)), "is shown as", Exp(z), "or as", Call(Exp, z), "depending on the typographical requirements; no semantic difference is implied."))