ConstGlaisher

The Glaisher-Kinkelin constant $A \approx 1.2824271291006226\ldots$ -- Wolfram's own Glaisher.

✓ checked against that system · ! checked, with disagreements (hover a chip)FungrimConstGlaisher✓Fungrim entry6395ee6f8e148b7991✓b64782ce66a9✓dc507f✓Wolfram LanguageGlaisher✓

ConstGlaishera constant, held until N()

Domain: Wolfram

Examples

Basic #

$A \approx 1.2824271291006226\ldots$

N(\mathrm{ConstGlaisher})

Out

1.282\,427\,129\,100\,622\,6

Fifty digits of the Glaisher-Kinkelin constant

N(\mathrm{ConstGlaisher}, 50)

Out

1.282\,427\,129\,100\,622\,636\,875\,342\,568\,869\,791\,727\,767\,688\,927\,325

Scope #

A large power pins the constant to many digits

\mathrm{round}(\mathrm{ConstGlaisher}^{100})

Out

63\,572\,555\,914

Properties #

The constant is decided to lie between 1 and 2

1\lt\mathrm{ConstGlaisher}\lt2

Out

\mathrm{True}

About

Examples	4
Checked against	Wolfram Language 4 agreeSageMath 3 agreeJulia 3 agreempmath 2 agree
Crosswalk	Fungrim Fungrim entry ×6 Wolfram Language