Turkish Journal of Mathematics
Abstract
In [2], K. Kishimoto introduced the notion of P-Galois extensions and gave some fundamental properties of these extensions. P-Galois extensions relate Hopf Galois extensions, and the author treated these topics in [5]. Moreover, the cubic P-Galois extensions over a field were completely determined in [6]. Continuing [5] and [6], we classify commutative quartic P-Galois extensions over a field of characteristic not 2.
DOI
-
Keywords
Galois extension, P-Galois extension, quartic extension
First Page
235
Last Page
248
Recommended Citation
NAKAJIMA, A (2005). Commutative Quartic P-Galois Extensions Over a Field of Characteristic Not 2. Turkish Journal of Mathematics 29 (3): 235-248. https://doi.org/-
