Editing Galois theory (section)

==References==
* {{cite book | first=Emil |last=Artin | title=Galois Theory | publisher=Dover | year=1998 | isbn=0-486-62342-4 | author-link=Emil Artin |orig-year=1944}}
* {{cite book | author-link=Jörg Bewersdorff |last=Bewersdorff|first=Jörg | title=Galois Theory for Beginners: A Historical Perspective|series=The Student Mathematical Library| publisher=American Mathematical Society | year=2006 |volume=35| isbn=0-8218-3817-2|doi=10.1090/stml/035|s2cid=118256821 }}
* {{citation|last1=Brantner|first1=Lukas|last2=Waldron|first2=Joe|title=Purely Inseparable Galois theory I: The Fundamental Theorem|year=2020|arxiv=2010.15707}}
* {{cite book|first=Gerolamo|last=Cardano|year=1545|title=Artis Magnæ|language=la|author-link=Gerolamo Cardano|url=http://www.filosofia.unimi.it/cardano/testi/operaomnia/vol_4_s_4.pdf|access-date=2015-01-10|archive-date=2008-06-26|archive-url=https://web.archive.org/web/20080626092254/http://www.filosofia.unimi.it/cardano/testi/operaomnia/vol_4_s_4.pdf|url-status=dead}}
* {{cite book |first=Harold M. |last=Edwards |author-link=Harold Edwards (mathematician) |title=Galois Theory |publisher=Springer-Verlag |year=1984 |isbn=0-387-90980-X |url-access=registration |url=https://archive.org/details/galoistheory00edwa_0 }} ''(Galois' original paper, with extensive background and commentary.)''
* {{cite journal| first= H. Gray | last=Funkhouser | author-link = Howard G. Funkhouser | title=A short account of the history of symmetric functions of roots of equations | journal=American Mathematical Monthly | year=1930 | volume= 37 | issue=7 | pages=357–365 | doi=10.2307/2299273| jstor= 2299273 }}
* {{springer|title=Galois theory|id=p/g043160}}
* {{citation|first=Nathan|last=Jacobson|title=Galois theory of purely inseparable fields of exponent one|journal=Amer. J. Math.|volume=66|year=1944|issue=4 |pages=645–648|doi=10.2307/2371772|jstor=2371772}}
* {{cite book | first=Nathan |last=Jacobson| title=Basic Algebra I |edition=2nd | publisher=W. H. Freeman | year=1985 | isbn=0-7167-1480-9 | author-link=Nathan Jacobson}} ''(Chapter 4 gives an introduction to the field-theoretic approach to Galois theory.)''
* {{Cite book | last1=Janelidze | first1=G. | last2=Borceux | first2=Francis | title=Galois Theories | publisher=[[Cambridge University Press]] | isbn=978-0-521-80309-0 | year=2001 }} (This book introduces the reader to the Galois theory  of [[Grothendieck]], and some generalisations, leading to Galois [[groupoids]].)
* {{Cite book | last1=Lang | first1=Serge | author1-link=Serge Lang | title=Algebraic Number Theory | publisher=[[Springer-Verlag]] | location=Berlin, New York | isbn=978-0-387-94225-4 | year=1994 }}
* {{cite book|first=M. M. |last=Postnikov | title=Foundations of Galois Theory | publisher=Dover Publications | year = 2004 | isbn=0-486-43518-0}}
* {{cite book|first=Joseph|last= Rotman | title =Galois Theory |edition=2nd | publisher=Springer| year=1998 | isbn=0-387-98541-7}}
* {{Cite book | last1=Völklein | first1=Helmut | title=Groups as Galois groups: an introduction | publisher=[[Cambridge University Press]] | isbn=978-0-521-56280-5 | year=1996 | url-access=registration | url=https://archive.org/details/groupsasgaloisgr0000volk }}
* {{Cite book | last1=van der Waerden | first1=Bartel Leendert | author1-link=Bartel Leendert van der Waerden | title=Moderne Algebra |language= de |publisher=Springer | year=1931 | location=Berlin }}.   '''English translation''' (of 2nd revised edition): {{Cite book | title = Modern Algebra | url = https://archive.org/details/modernalgebra02waer | url-access = registration | publisher=Frederick Ungar |location= New York |year= 1949}} ''(Later republished in English by Springer under the title "Algebra".)''