Is the four exponentials conjecture true?
Basic
5
Ṁ9110000
85%
chance
1D
1W
1M
ALL
The four exponentials conjecture states that, if (x₁, x₂) and (y₁, y₂) are two pairs of complex numbers, and each pair is linearly independent over the rationals (i.e., neither element of either pair is a rational multiple of the other), then at least one of e^(x₁y₁), e^(x₁y₂), e^(x₂y₁), and e^(x₂y₂) is transcendental.
This question is managed and resolved by Manifold.
Get
1,000and
3.00
1,0003.00Related questions
Related questions
Is the three exponentials conjecture true?
88% chance
Is the Strong Exponential Time Hypothesis true?
53% chance
Is the Exponential Time Hypothesis true?
82% chance
Will Goldbach's conjecture be proved before 2040?
44% chance
Is Beal's conjecture true?
59% chance
Is Hadwiger's conjecture true?
58% chance
Is Haborth's Conjecture true?
70% chance
Is the Jacobian conjecture true?
76% chance
Is Goodman's Conjecture true?
71% chance
Is Schanuel's conjecture true?
77% chance