Search Results - Classificació AMS::12 Field theory and polynomials::12F Field extensions

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  1. 1

    Revisiting Kneser’s Theorem for Field Extensions by Bachoc, Christine, Serra, Oriol, Zémor, Gilles

    ISSN: 0209-9683, 1439-6912
    Published: Berlin/Heidelberg Springer Berlin Heidelberg 01.08.2018
    Published in Combinatorica (Budapest. 1981) (01.08.2018)
    “…A Theorem of Hou, Leung and Xiang generalised Kneser’s addition Theorem to field extensions…”
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    Journal Article Publication
  2. 2

    Induced Hopf Galois structures by Crespo, Teresa, Rio, Anna, Vela, Montserrat

    ISSN: 0021-8693, 1090-266X
    Published: Elsevier Inc 01.07.2016
    Published in Journal of algebra (01.07.2016)
    “…For a finite Galois extension K/k and an intermediate field F such that Gal(K/F) has a normal complement in Gal(K/k…”
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    Journal Article Publication
  3. 3

    The Hopf Galois Property in Subfield Lattices by Crespo, Teresa, Rio, Anna, Vela, Montserrat

    ISSN: 0092-7872, 1532-4125
    Published: Taylor & Francis Group 02.01.2016
    Published in Communications in algebra (02.01.2016)
    “…Let K/k be a finite separable extension, n its degree and its Galois closure. For n ≤ 5, Greither and Pareigis show that all Hopf Galois extensions are either…”
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    Journal Article Publication
  4. 4

    From Galois to Hopf Galois: Theory and Practice by Crespo, T., Rio, A., Vela, M.

    ISBN: 9780821898581, 0821898582
    ISSN: 0271-4132, 1098-3627
    Published: Providence, Rhode Island American Mathematical Society 28.09.2015
    Published in Trends in Number Theory (28.09.2015)
    “…Hopf Galois theory expands the classical Galois theory by considering the Galois property in terms of the action of the group algebra…”
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    Book Chapter
  5. 5

    Hopf Galois structures on symmetric and alternating extensions by Río Doval, Ana, Vela del Olmo, Maria Montserrat, Crespo Vicente, Teresa

    ISSN: 1076-9803, 1076-9803
    Published: 2018
    “…By using a recent theorem by Koch, Kohl, Truman and Underwood on normality, we determine that some types of Hopf Galois structures do not occur on Galois extensions with Galois group isomorphic…”
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    Publication