On monogenity of certain number fields defined by trinomials
Author:
Publisher
Adam Mickiewicz University (Euclid)
Subject
General Mathematics
Reference40 articles.
1. [1] S. Ahmad, T, Nakahara and S.M. Husnine, Power integral bases for certain pure sextic fields, I. J. Number Theory 10(8) (2014), 2257-2265.
2. [2] H. Ben Yakkou, A. Chillali and L. El Fadil, On Power integral bases for certain pure number fields defined by $ x^{2^r \cdot 5^s}- m $, Comm. in Algebra 49(7) (2021), 2916-2926.
3. [3] H. Ben Yakkou and L. El Fadil, On monogenity of certain pure number fields defined by $x^{p^r}-m$, I. J. Number Theory 7(10) (2021), 2235-2242.
4. [4] H. Ben Yakkou and O. Kchit, On Power integral bases for certain pure number fields defined by $ x^{3^r}- m $, SPJM (2021), DOI: 10.1007/s40863-021-00251-2.
5. [5] Y. Bilu, I. Gaál and K. Györy, Index form equations in sextic fields: a hard computation, Acta Arithmetica 115(1) (2004), 85-96.
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