The Civil Basilica of Aphrodisias in its local and wider settings

مرکز و کتابخانه مطالعات اسلامی به زبان های اروپایی

منو

" The Civil Basilica of Aphrodisias in its local and wider settings "
Philip T. Stinson C. Ratte

Document Type	:	BL
Record Number	:	892397
Main Entry	:	Knus, Max-Albert.
Title & Author	:	The book of involutions /\ Max-Albert Knus, Alexander Merkurjev, Markus Rost, [and] Jean-Pierre Tignol.
Publication Statement	:	Providence, R.I. :: American Mathematical Society,, ©1998.
Series Statement	:	Colloquium publications / American Mathematical Society,; vol. 44
Page. NO	:	xxi, 593 pages ;; 27 cm
ISBN	:	0821809040
	:	: 9780821809044
Bibliographies/Indexes	:	Includes exercises and notes at chapter ends, bibliographical references (pages 573-588) and indexes.
Contents	:	Involutions and Hermitian forms -- Invariants of involutions -- Similitudes -- Algebras of degree four -- Algebras of degree three -- Algebraic groups -- Galois cohomology -- Composition and triality -- Cubic Jordan algebras -- Trialitarian central simple algebras.
Abstract	:	This monograph is an exposition of the theory of central simple algebras with involution, in relation to linear algebraic groups. It provides the algebra-theoretic foundations for much of the recent work on linear algebraic groups over arbitrary fields. Involutions are viewed as twisted forms of (hermitian) quadrics, leading to new developments on the model of the algebraic theory of quadratic forms. In addition to classical groups, phenomena related to triality are also discussed, as well as groups of type F₄ or G₂ arising from exceptional Jordan or composition algebras.
Subject	:	Galois theory.
Subject	:	Hermitian forms.
Subject	:	Homology theory.
Subject	:	Linear algebraic groups.
Subject	:	Formes hermitiennes.
Subject	:	Galois, Théorie de.
Subject	:	Groupes linéaires algébriques.
Subject	:	Homologie.
Subject	:	31.23 rings, algebras.
Subject	:	Algebra mit Involution
Subject	:	Algebraische Gruppe
Subject	:	Formes hermitiennes.
Subject	:	Galois theory.
Subject	:	Galois, Théorie de.
Subject	:	Galois-Kohomologie
Subject	:	Groupes algébriques linéaires.
Subject	:	Hermitesche Form
Subject	:	Hermitian forms.
Subject	:	Homologie.
Subject	:	Homologietheorie
Subject	:	Homology theory.
Subject	:	Involution
Subject	:	Jordan-Algebra
Subject	:	Linear algebraic groups.
Subject	:	Lineare algebraische Gruppe
Subject	:	Ringen (wiskunde)
Dewey Classification	:	‭512/.5‬
LC Classification	:	‭QA179‬‭.B66 1998‬
NLM classification	:	‭31.23‬bcl
	:	‭SK 200‬rvk
Added Entry	:	Merkurjev, Alexander,1955-
	:	Rost, Markus.
	:	Tignol, Jean-Pierre