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References:
[CSl] A. Czogala A. Sladek: Higher degree Hilbert symbol equivalence of number fields. Tatra Mountains Math. Publ. 11 (1997), 77-88. MR 1475507
[CS2] A. Czogala A. Sladek: Higher degree Hilbert symbol equivalence of number fields II. (to appear in J. Number Th.). MR 1475507
[M] J. Milnor: Introduction to Algebraic K-Theory. Princeton-New Jersey, Princeton University Press and University of Tokyo Press 1971. MR 0349811 | Zbl 0237.18005
[Mo] P. Morandi: Field and Galois Theory. Graduate texts in Mathematics 167, Springer 1996. MR 1410264 | Zbl 0865.12001
[PSCL] R. Pedis K. Szymiczek P. Conner R. Litherland: Mathing Witts with global fields. Contemp. Math. 155 (1994), 365-387. DOI 10.1090/conm/155/01393 | MR 1260721
[Szl] K. Szymiczek: Witt equivalence of global fields. Comm. in Algebra, 19(4) (1991), 1125-1149. DOI 10.1080/00927879108824194 | MR 1102331
[Sz2] K. Szymiczek: Witt equivalence of global fields. II: Relative quadratic extensions. Trans. AMS, 343 (1994), 277-303. MR 1176087 | Zbl 0812.11025
[Sz3] K. Szymiczek: Hilbert symbol equivalence of number fields. Tatra Mountains Math. Publ. 11 (1997), 7-16. MR 1475500 | Zbl 0978.11012
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