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1. Comparing ℂ and zilber's exponential fields: Zero sets of exponential polynomials

   Autor*in: D'Aquino P.; Macintyre A.; Terzo G.

   Erschienen: 2016

   We continue the research programme of comparing the complex exponential with Zilbers̈ exponential. For the latter, we prove, using diophantine geometry, various properties about zero sets of exponential functions, proved for using analytic function... mehr

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   Zitierfähiger Link:

   http://hdl.handle.net/11588/826492 https://doi.org/10.1017/S1474748014000231

   We continue the research programme of comparing the complex exponential with Zilbers̈ exponential. For the latter, we prove, using diophantine geometry, various properties about zero sets of exponential functions, proved for using analytic function theory, for example, the Identity Theorem.

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   Quelle:	BASE Fachausschnitt AVL
   Sprache:	Englisch
   Medientyp:	Aufsatz aus einer Zeitschrift
   Format:	Online
   Schlagworte:	exponential field; Identity Theorem; Schanuel's Conjecture; Zilber fields