The call syntax for this operator is the same as for Derivative.
This operator is equivalent to ComplexDerivative except that whereas ComplexDerivative is undefined at a pole, MeromorphicDerivative gives UnsignedInfinity (
) at a pole.
Definitions:
Fungrim symbol | Notation | Short description |
---|---|---|
MeromorphicDerivative | Complex derivative, allowing poles | |
Derivative | Derivative | |
ComplexDerivative | Complex derivative | |
UnsignedInfinity | Unsigned infinity |
Source code for this entry:
Entry(ID("4c6780"), SymbolDefinition(MeromorphicDerivative, MeromorphicDerivative(Call(f, z), For(z, z)), "Complex derivative, allowing poles"), Description("The call syntax for this operator is the same as for", SourceForm(Derivative), "."), Description("This operator is equivalent to", SourceForm(ComplexDerivative), "except that whereas", SourceForm(ComplexDerivative), "is undefined at a pole,", SourceForm(MeromorphicDerivative), "gives", SourceForm(UnsignedInfinity), "(", UnsignedInfinity, ")", "at a pole."))