Lindemann-Weierstrass theorem
Gelfond-Schneider theorem
harmonic series
uniformly continuous
epsilon number
nonstandard analysis
Dickson's conjecture
Schinzel's hypothesis H
transcendental number theory
biquaternion
anabelian
denumerization
numerable
antipalindromic
-something
simple algebra
de Moivre's formula
complex projective line
composite number
natural numbers
natural number
Copeland-Erdős constant
algebraical
complex
provector
additive inverse
transcendental number
Jordan algebra
dual number
commensurator
generalized continuum hypothesis
Liouville number
Witt group
eigenvalue
pairing function
Gilbreath's conjecture
eigenvalue of a square matrix
polynomial basis
splitting field
digitally
Eisenstein prime
eigenvalue of a matrix
hyperring
Gelfond's constant
anabelian geometry
characteristic root of a square matrix
algebraically
Blum integer
Skewes' number
posynomial
collocation
nude number
Cauchy sequence
Clifford algebra
pseudofunctor
quadratic field
hyperreal
Möbius function
inversion pair
metric space
complex measure
Cayley-Dickson construction
Gaussian prime
Fransén-Robinson constant
Eisenstein integer
Thue's theorem
p-adic ultrametric
codifferential
Pell number
Young symmetrizer
hyperelliptic
equivalence
coalgebra
Bézout's theorem
left eigenvalue
primitive recursion
bicomplex number
division algebra
Riemann zeta function
diophantine geometry
hyperreal number
diagonal argument
residue class
group object
prime number
hyperbolic quaternion
irrational number
Cantor-Bendixson theorem
Church numeral
complexification
cyclic number
semibent
sulfonimidamide
Gröbner basis
irrational
conjugate
plus-minus sign
non-hypotenuse number

English words for 'A result that is useful in establishing the transcendence of numbers, stating that, if α₁, ..., αₙ are algebraic numbers which are linearly independent over the rational numbers ℚ, then e^(α₁), ..., e^(αₙ) are algebraically independent over ℚ.'

As you may have noticed, above you will find words for "A result that is useful in establishing the transcendence of numbers, stating that, if α₁, ..., αₙ are algebraic numbers which are linearly independent over the rational numbers ℚ, then e^(α₁), ..., e^(αₙ) are algebraically independent over ℚ.". Hover the mouse over the word you'd like to know more about to view its definition. Click search related words by phrase or description. to find a better fitting word. Finally, thanks to ChatGPT, the overall results have been greatly improved.

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