ModularLambda

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

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

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

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

Juliaenumeratio_ball(modular_lambda, ...)

Typed signatures

Type	Package	Applies
(number) -> number	analytic	always

Domain: Wolfram

Plot

Examples

7 more kept as data, checked against the oracles

Possible issues #

Same gap as KleinInvariantJ (the true value is tracked there, not repeated per head).

live ↗

In$N(\mathrm{ModularLambda}(i+π×10^{22}))$Out$\mathrm{ModularLambda}(3.141\,592\,653\,589\,793\,238\,462\,643\cdot10^{22}+i)$

About

Examples	8
Checked against	Wolfram Language 7 agree1 differJulia 7 agree1 differ
Crosswalk	FungrimFungrim entry ×26Wolfram LanguageJulia

Implementation

mappedjuliapackages/oracle/src/mappings.ts