CarlsonRF

A name from the enumeratio catalogue with no kernel of its own yet; this page carries its crosswalk only.

Wolfram's own CarlsonRF, mapped through for the transpiler and the oracle but not yet written up here.

✓ checked against that system · ! checked, with disagreements (hover a chip)FungrimCarlsonRF✓↗Fungrim entryWolfram LanguageCarlsonRF✓↗

CarlsonRF(...)Wolfram's own CarlsonRF, mapped through for the transpiler and the oracle but not yet written up here.

Typed signatures

Type	Package	Applies
(number, number, number) -> number	analytic	always

Domain: Wolfram

Examples

11 more kept as data, checked against the oracles

Scope #

Real positive arguments give a real value

live ↗

In$N(\mathrm{CarlsonRF}(4, 6, 8))$Out$0.413\,008\,938\,124\,622\,7$

A negative argument pushes the value off the real axis

live ↗

In$N(\mathrm{CarlsonRF}(4, -6, 8))$Out$0.455\,848\,135\,749\,004\,85-0.261\,017\,649\,777\,325\,2i$

live ↗

In$N(\mathrm{CarlsonRF}(1, 4, 9), 50)$Out$0.508\,644\,618\,570\,030\,238\,213\,579\,007\,502\,319\,482\,466\,296\,219\,329\,35$

About

Examples	14
Checked against	Wolfram Language 14 agree
Crosswalk	FungrimFungrim entry ×45Wolfram Language