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91. A. Grothendieck, Le groupe de Brauer. I. Algèbres d’Azumaya et interprétations diverses,
in Dix Exposés sur la Cohomologie des Schémas (North-Holland/Masson, Amsterdam/Paris,
1968), pp. 46–66
92. A. Grothendieck, Le groupe de Brauer, II. Théorie cohomologique, in Dix Exposés sur la
Cohomologie des Schémas (North-Holland/Masson, Amsterdam/Paris, 1968), pp. 67–87
93. K.W. Gruenberg, Projective profinite groups. J. Lond. Math. Soc. 42, 155–165 (1967)
94. G. Harder, Halbeinfache Gruppenschemata über Dedekindringen. Invent. Math. 4, 165–191
(1967)
95. G. Harder, Halbeinfache Gruppenschemata über vollständigen Kurven. Invent. math. 6, 107–
149 (1968)
96. G. Harder, Über die Galoiskohomologie halbeinfacher Matrizengruppen I. Math. Zeit. 90,
404–428 (1965); II Math. Zeit. 92, 396–415 (1966); III J. für die reine angew. Math. 274/5,
125–138 (1975)
97. L. Illusie, Complexe de de Rham–Witt et cohomologie cristalline. Ann. Sci. ENS 12, 501–661
(1979)
98. O. Izhboldin, On p-torsion in K M for fields of characteristic p, in Algebraic K-Theory.
Advances in Soviet Mathematics, vol. 4 (American Mathematical Society, Providence, 1991),
pp. 129–144
99. O. Izhboldin, On the Cohomology Groups of the Field of Rational Functions. Coll. Math.
St-Petersburg, Ser. 2, AMS Transl., vol. 174 (American Mathematical Society, Providence,
1996), pp. 21–44.
100. B. Jacob, A.R. Wadsworth, Division algebras with no common subfields. Isr. J. Math. 83,
353–360 (1993)
101. M. Jarden, F. Pop, Function fields of one variable over PAC fields. Doc. Math. 14, 517–523
(2009)
102. C. Jordan, Traité des substitutions et des équations algébriques (Ed. J. Gabay, Paris, 1870)
103. J.-P. Jouanolou, Théorèmes de Bertini et applications. Progress in Mathematics, vol. 42
(Birkhäuser, Boston, 1983)
104. V.G. Kac, Automorphisms of finite order of semisimple Lie algebras. Funkcional. Anal. i
Priložen 3, 94–96 (1969)
105. B. Kahn, Quelques remarques sur le u-invariant. Journal de théorie des nombres de Bordeaux
2, 155–161 (1990)
106. B. Kahn, Formes quadratiques sur un corps, in Cours spécialisé, vol. 15 (Société Mathématique de France, Paris, 2009)
107. N. Karpenko, Three theorems on common splitting fields of central simple algebras. Israel J.
Math. 111, 125–141 (1999)
108. N.A. Karpenko, A.S. Merkurjev, Canonical p-dimension of algebraic groups. Adv. Math. 205,
410–433 (2006)
109. K. Kato, A generalization of local class field theory by using K-groups. II. J. Fac. Sci. Univ.
Tokyo Sect. IA Math. 27, 603–683 (1980)
110. K. Kato, Galois cohomology of complete discrete valuation fields, in Algebraic K-Theory,
Part II (Oberwolfach, 1980). Lecture Notes in Mathematics, vol. 967 (Springer, Berlin, 1982),
pp. 215–238
111. K. Kato, Symmetric bilinear forms, quadratic forms and Milnor K-theory in characteristic
two. Invent. Math. 66, 493–510 (1982)
161
90. A. Grothendieck, Eléments de Géométrie Algébrique (rédigés avec la collaboration de Jean
Dieudonné. Publ. Math. IHES 4, 8, 11, 17, 20, 24, 28, 32 (1960–1967)
91. A. Grothendieck, Le groupe de Brauer. I. Algèbres d’Azumaya et interprétations diverses,
in Dix Exposés sur la Cohomologie des Schémas (North-Holland/Masson, Amsterdam/Paris,
1968), pp. 46–66
92. A. Grothendieck, Le groupe de Brauer, II. Théorie cohomologique, in Dix Exposés sur la
Cohomologie des Schémas (North-Holland/Masson, Amsterdam/Paris, 1968), pp. 67–87
93. K.W. Gruenberg, Projective profinite groups. J. Lond. Math. Soc. 42, 155–165 (1967)
94. G. Harder, Halbeinfache Gruppenschemata über Dedekindringen. Invent. Math. 4, 165–191
(1967)
95. G. Harder, Halbeinfache Gruppenschemata über vollständigen Kurven. Invent. math. 6, 107–
149 (1968)
96. G. Harder, Über die Galoiskohomologie halbeinfacher Matrizengruppen I. Math. Zeit. 90,
404–428 (1965); II Math. Zeit. 92, 396–415 (1966); III J. für die reine angew. Math. 274/5,
125–138 (1975)
97. L. Illusie, Complexe de de Rham–Witt et cohomologie cristalline. Ann. Sci. ENS 12, 501–661
(1979)
98. O. Izhboldin, On p-torsion in K M for fields of characteristic p, in Algebraic K-Theory.
Advances in Soviet Mathematics, vol. 4 (American Mathematical Society, Providence, 1991),
pp. 129–144
99. O. Izhboldin, On the Cohomology Groups of the Field of Rational Functions. Coll. Math.
St-Petersburg, Ser. 2, AMS Transl., vol. 174 (American Mathematical Society, Providence,
1996), pp. 21–44.
100. B. Jacob, A.R. Wadsworth, Division algebras with no common subfields. Isr. J. Math. 83,
353–360 (1993)
101. M. Jarden, F. Pop, Function fields of one variable over PAC fields. Doc. Math. 14, 517–523
(2009)
102. C. Jordan, Traité des substitutions et des équations algébriques (Ed. J. Gabay, Paris, 1870)
103. J.-P. Jouanolou, Théorèmes de Bertini et applications. Progress in Mathematics, vol. 42
(Birkhäuser, Boston, 1983)
104. V.G. Kac, Automorphisms of finite order of semisimple Lie algebras. Funkcional. Anal. i
Priložen 3, 94–96 (1969)
105. B. Kahn, Quelques remarques sur le u-invariant. Journal de théorie des nombres de Bordeaux
2, 155–161 (1990)
106. B. Kahn, Formes quadratiques sur un corps, in Cours spécialisé, vol. 15 (Société Mathématique de France, Paris, 2009)
107. N. Karpenko, Three theorems on common splitting fields of central simple algebras. Israel J.
Math. 111, 125–141 (1999)
108. N.A. Karpenko, A.S. Merkurjev, Canonical p-dimension of algebraic groups. Adv. Math. 205,
410–433 (2006)
109. K. Kato, A generalization of local class field theory by using K-groups. II. J. Fac. Sci. Univ.
Tokyo Sect. IA Math. 27, 603–683 (1980)
110. K. Kato, Galois cohomology of complete discrete valuation fields, in Algebraic K-Theory,
Part II (Oberwolfach, 1980). Lecture Notes in Mathematics, vol. 967 (Springer, Berlin, 1982),
pp. 215–238
111. K. Kato, Symmetric bilinear forms, quadratic forms and Milnor K-theory in characteristic
two. Invent. Math. 66, 493–510 (1982)