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Preprint Number 144
144. Martin Bays, Jonathan Kirby, A. J. Wilkie A Schanuel property for exponentially transcendental powers E-mail: Submission date: 14 November 2008. Abstract: We prove the analogue of Schanuel's conjecture for raising to the power of an exponentially transcendental real number. All but countably many real numbers are exponentially transcendental. We also give a more general result for several powers in a context which encompasses the complex case. Mathematics Subject Classification: 11J91; 03C64 Keywords and phrases: |
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