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Witt equivalence of central simple algebras with involution

Bibliographic reference Dejaiffe, Ingrid ; Lewis, David W. ; Tignol, Jean-Pierre. Witt equivalence of central simple algebras with involution. In: Rendiconti del Circolo Matematico di Palermo, Serie II, Vol. 49, no. 2, p. 325-342 (2000)
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  1. Bayer-Fluckiger E., Parimala R.,Classical groups and Hasse principle, Annals of Mathematics (to appear).
  2. Bayer-Fluckiger E., Shapiro D. B., Tignol J. P.,Hyperbolic involutions, Math. Zeitschrift,214 (1993), 461–476.
  3. Dejaiffe I.,Somme orthogonale d’algèbres à involution et algèbre de Clifford, Comm. in Algebra,26 (1998), 1589–1612.
  4. Garibaldi R.,Clifford algebras of hyperbolic involutions, Math. Zeitschrift (to appear).
  5. Knus Max-Albert, Merkurjev Alexander, Rost Markus, Tignol Jean-Pierre, The Book of Involutions, ISBN:9780821809044, 10.1090/coll/044
  6. Knus Max-Albert, Quadratic and Hermitian Forms over Rings, ISBN:9783642754036, 10.1007/978-3-642-75401-2
  7. Lewis D. W.,The Witt semigroup of central simple algebras with involution, Semigroup Forum, (to appear).
  8. Lewis D. W., Tignol J. P.,On the signature of an involution, Arch. Math.,60 (1993), 128–135.
  9. Prestel Alexander, Lectures on Formally Real Fields, ISBN:9783540138853, 10.1007/bfb0101548
  10. Scharlau Winfried, Quadratic and Hermitian Forms, ISBN:9783642699733, 10.1007/978-3-642-69971-9