WILD RAMIFICATION IN TRINOMIAL EXTENSIONS AND GALOIS GROUPS.

Autor:	BENSEBAA, BOUALEM, MOVAHHEDI, ABBAS, SALINIER, ALAIN
Předmět:	GROUP extensions (Mathematics) INTEGERS
Zdroj:	Glasgow Mathematical Journal; Jan2021, Vol. 63 Issue 1, p106-120, 15p
Abstrakt:	It is proven that, for a wide range of integers s (2 < s < p − 2), the existence of a single wildly ramified odd prime l ≠ p leads to either the alternating group or the full symmetric group as Galois group of any irreducible trinomial Xp + aXs + b of prime degree p. [ABSTRACT FROM AUTHOR]
Databáze:	Complementary Index
Externí odkaz:	Zobrazit plný text záznamu