Conjecture Ix

Author : Spanu Dumitru Viorel Address : Street Marcu Mihaela Ruxandra no. 5 , 061524 , flat 47 , Bucharest , Romania Email :[email protected] [email protected] [email protected] Phones : +40214131107 0731522216

Conjecture

IX

Author : Spanu Dumitru Viorel This is the conjecture which represents a reciprocal to Alan Baker`s theorem . The final version .

Iff the exponentials eα1 , eα2 , eα3 , … , eαn are linearly independent over the algebraic numbers , and e is the transcedental number e , and α1 , α2 , α3 ,…, αn are not established to be linearly independent over the algebraic numbers with the use of Gelfond - Schneider theorem , than α1 , α2 , α3 ,…, αn numbers .

are distinct algebraic

We do not know if someone else did wrote a reciprocal of Baker`s theorem because the mathematical literature is too big . If this is the case , please do apologize me .