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On Number Fields with an Unramified Abelian Extension of Degree 2n+2

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Zeitschriftentitel: Journal of Number Theory
Personen und Körperschaften: Lan, Y.Z.
In: Journal of Number Theory, 44, 1993, 1, S. 13-24
Format: E-Article
Sprache: Englisch
veröffentlicht:
Elsevier BV
Schlagwörter:
Algebra and Number Theory
author_facet Lan, Y.Z.
Lan, Y.Z.
author Lan, Y.Z.
spellingShingle Lan, Y.Z.
Journal of Number Theory
On Number Fields with an Unramified Abelian Extension of Degree 2n+2
Algebra and Number Theory
author_sort lan, y.z.
spelling Lan, Y.Z. 0022-314X Elsevier BV Algebra and Number Theory http://dx.doi.org/10.1006/jnth.1993.1029 On Number Fields with an Unramified Abelian Extension of Degree 2n+2 Journal of Number Theory
doi_str_mv 10.1006/jnth.1993.1029
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title On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_unstemmed On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_full On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_fullStr On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_full_unstemmed On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_short On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_sort on number fields with an unramified abelian extension of degree 2n+2
topic Algebra and Number Theory
url http://dx.doi.org/10.1006/jnth.1993.1029
publishDate 1993
physical 13-24
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author Lan, Y.Z.
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series Journal of Number Theory
source_id 49
spelling Lan, Y.Z. 0022-314X Elsevier BV Algebra and Number Theory http://dx.doi.org/10.1006/jnth.1993.1029 On Number Fields with an Unramified Abelian Extension of Degree 2n+2 Journal of Number Theory
spellingShingle Lan, Y.Z., Journal of Number Theory, On Number Fields with an Unramified Abelian Extension of Degree 2n+2, Algebra and Number Theory
title On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_full On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_fullStr On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_full_unstemmed On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_short On Number Fields with an Unramified Abelian Extension of Degree 2n+2
title_sort on number fields with an unramified abelian extension of degree 2n+2
title_unstemmed On Number Fields with an Unramified Abelian Extension of Degree 2n+2
topic Algebra and Number Theory
url http://dx.doi.org/10.1006/jnth.1993.1029