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Schanuel's conjecture : ウィキペディア英語版 | Schanuel's conjecture
In mathematics, specifically transcendental number theory, Schanuel's conjecture is a conjecture made by Stephen Schanuel in the 1960s concerning the transcendence degree of certain field extensions of the rational numbers. ==Statement==
The conjecture is as follows: :Given any complex numbers that are linearly independent over the rational numbers , the extension field ) has transcendence degree of at least over . The conjecture can be found in Lang (1966).
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