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Preprint Number 176
176. Ahuva C. Shkop Henson and Rubel's Theorem for Zilber's Pseudoexponentiation Submission date: 11 March 2009 Abstract: This paper contains an alternate proof of the Schanuel Nullstellensatz for Zilber's Pseudoexponentiation. Furthermore, in an algebraically closed exponential field exponential map is surjective with standard kernel, this property follows from the field being exponentially algebraically closed. Mathematics Subject Classification: 03C60 Keywords and phrases: |
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