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Martinet, Jacques

Sur l’arithmétique des extensions galoisiennes à groupe de Galois diédral d’ordre \(2p\). (French) Zbl 0165.06502

Ann. Inst. Fourier 19, No. 1, 1-80 (1969).
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Cited in 1 Review
Cited in 36 Documents

Keywords:

number theory
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[1] [1] , , , “<article-title xml:space=”preserve“>On the class number of the maximal real subfield of a cyclotomic field”, Jour. reine angew. Math. 217 (1965) 217-220. · Zbl 0128.03501
[2] [2] , “<article-title xml:space=”preserve“>Questions de base minimale dans la théorie des nombres algébriques”, Colloque du C.N.R.S. Algèbre et théorie des nombres. Paris (1949) 19-20. · Zbl 0039.02904
[3] [3] , “<article-title xml:space=”preserve“>Algèbre” Chapitre V et VIII, Paris (1959).
[4] [3] , Lectures on potential theory, Tata Inst. of Fund. Res., Bombay 1960 · Zbl 0098.06903
[5] [5] , , “<article-title xml:space=”preserve“>Homological Algebra”, Princeton (1956). · Zbl 0075.24305
[6] [6] , “<article-title xml:space=”preserve“>Arithmétique des corps abéliens du troisième degré”, Annales scientifiques de l’E.N.S. 63 (1946) 109-160. · Zbl 0061.06003
[7] [7] , “<article-title xml:space=”preserve“>Idéaux principaux dans les corps circulaires”, Colloque du C.N.R.S. Algèbre et théorie des nombres. Paris (1949) 103-106. · Zbl 0040.30602
[8] [8] , “<article-title xml:space=”preserve“>Zahlentheorie”, Berlin (1963). · Zbl 1038.11500
[9] [9] , “<article-title xml:space=”preserve“>Vorlesungen über die Theorie der algebraischen Zahlen”, Leipzig (1923), Réimpression : New-York (1948). · JFM 49.0106.10
[10] [10] , “<article-title xml:space=”preserve“>Théorie des corps de nombres algébriques”, Paris (1913).
[11] [11] , “<article-title xml:space=”preserve“>Integral representations of dihedral groups of order 2p”, Trans. Amer. Math. Soc. 110 (1964) 213-231. · Zbl 0126.05403
[12] [12] , “<article-title xml:space=”preserve“>Uber die Hauptordnung der ganzen Elementen eines abelschen Zahlkörpers”, Jour. reine angew. Math. 201 (1959) 119-149. · Zbl 0098.03403
[13] [13] et , “<article-title xml:space=”preserve“>Sur les extensions cubiques non galoisiennes des rationnels et leur clôture galoisienne”, Jour. reine angew. Math. 228 (1967) 15-37. · Zbl 0161.05302
[14] [14] et , “<article-title xml:space=”preserve“>Sur les bases d”entiers des extensions galoisiennes et non abéliennes de degré 6 des rationnels“, Jour. reine angew. Math. 229 (1968) 29-33.<ext-link ext-link-type=”zbl-item-id“>0157.10002<ext-link ext-link-type=”mr-item-id”>37 #1347 · Zbl 0157.10002
[15] [15] , “<article-title xml:space=”preserve“>Normal basis bei Körpern ohne höhere Verzweigung”, Jour. reine angew. Math. 167 (1932) 147-152. · JFM 58.0172.02
[16] [16] , “<article-title xml:space=”preserve“>Contribution à l”étude des corps abéliens absolus de degré premier impair“, Annales de l”institut Fourier (1965) 133-199. · Zbl 0135.08501
[17] [17] , “<article-title xml:space=”preserve“>Critère de décomposition d”une extension de Kummer sur un sous-corps du corps de base“, Annales de l”E.N.S. (à paraître). · Zbl 0182.37204
[18] [18] , “<article-title xml:space=”preserve“>Modules over finite groups”, Ann. of Math. 69 (1959) 700-712. · Zbl 0092.26104
[19] [19] , , “<article-title xml:space=”preserve“>Commutative algebra”, Volume 1. · Zbl 0121.27801
[20] [20] , “<article-title xml:space=”preserve“>Corps locaux”, Paris, Hermann (1962). · Zbl 0137.02601
[21] [21] , “<article-title xml:space=”preserve“>Induced representations and projective modules”. Ann. of Math. 71 (1960) 552-578. · Zbl 0104.25102
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