Is the Euler-Mascheroni constant transcendental? | Manifold

Is the Euler-Mascheroni constant transcendental?

Basic

6

Ṁ67

7215

80%

chance

1D

1W

1M

ALL

This market resolves YES if the Euler-Mascheroni constant, defined as the limit of H(n)-ln(n) (where H(n) is the nth partial sum of the harmonic series), is proven to be transcendental and NO if it is proven to be algebraic.

Related:

This question is managed and resolved by Manifold.

Get

1,000

and

3.00

Related questions

Is the Euler-Mascheroni constant transcendental?

Is the Euler-Mascheroni constant irrational?

Is Apéry's constant transcendental?

Is the Euler-Mascheroni constant irrational?

Is Catalan's constant transcendental?

Is Khinchin's constant transcendental?

Related questions

Is the Euler-Mascheroni constant transcendental?

Is the Euler-Mascheroni constant irrational?

Is the Euler-Mascheroni constant irrational?

Is Catalan's constant transcendental?

Is Apéry's constant transcendental?

Is Khinchin's constant transcendental?

© Manifold Markets, Inc.•Terms + Mana-only Terms•Privacy•Rules