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ISBN: 0511626231 Year: 1990 Publisher: Cambridge : Cambridge University Press,
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This is the third, substantially revised edition of this important monograph. The book is concerned with Kac-Moody algebras, a particular class of infinite-dimensional Lie algebras, and their representations. It is based on courses given over a number of years at MIT and in Paris, and is sufficiently self-contained and detailed to be used for graduate courses. Each chapter begins with a motivating discussion and ends with a collection of exercises, with hints to the more challenging problems.
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Year: 2000 Publisher: Liège : Université de Liège,
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ISBN: 0817631186 3764331186 1475713843 1475713827 9780817631185 Year: 1983 Volume: 44 Publisher: Boston, MA ; Basel ; Stuttgart : Birkhäuser,
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Infinite dimensional Lie algebras --- 512.81 --- Lie groups --- Infinite dimensional Lie algebras. --- 512.81 Lie groups --- Lie, Algèbres de
ISBN: 9028601449 9789028601444 Year: 1974 Publisher: Leiden Noordhoff
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Ordered algebraic structures --- Lie algebras --- Algèbres de Lie --- 512 --- Infinite dimensional Lie algebras --- Algebra --- Infinite dimensional Lie algebras. --- 512 Algebra --- Algèbres de Lie --- Lie, Algèbres de
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ISBN: 0521321336 Year: 1985 Publisher: Cambridge
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Ordered algebraic structures --- Lie algebras --- Algèbres de Lie --- Infinite dimensional Lie algebras --- Algèbres de Lie
Book
ISBN: 9783110279641 3110279649 9783110265170 3110265176 9783110280258 3110280256 3110381478 9783110381474 Year: 2014 Publisher: Berlin Boston
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Krichever and Novikov introduced certain classes of infinite dimensional Lie algebras to extend the Virasoro algebra and its related algebras to Riemann surfaces of higher genus. The author of this book generalized and extended them to a more general setting needed by the applications. Examples of applications are Conformal Field Theory, Wess-Zumino-Novikov-Witten models, moduli space problems, integrable systems, Lax operator algebras, and deformation theory of Lie algebra. Furthermore they constitute an important class of infinite dimensional Lie algebras which due to their geometric
Infinite dimensional Lie algebras. --- Conformal field theory. --- Lie algebras. --- Mathematical physics. --- Moduli spaces. --- Riemann surfaces.
Book
ISBN: 1281929506 9786611929503 9812777083 9789812777089 9781281929501 Year: 2002 Publisher: River Edge, N.J. World Scientific
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This book constitutes the proceedings of the 2000 Howard conference on "Infinite Dimensional Lie Groups in Geometry and Representation Theory". It presents some important recent developments in this area. It opens with a topological characterization of regular groups, treats among other topics the integrability problem of various infinite dimensional Lie algebras, presents substantial contributions to important subjects in modern geometry, and concludes with interesting applications to representation theory. The book should be a new source of inspiration for advanced graduate students and esta
Infinite dimensional Lie algebras --- Infinite groups --- Infinite-dimensional manifolds --- Lie groups
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ISBN: 3110381478 Year: 2014 Publisher: Berlin ; Boston : De Gruyter,
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Krichever and Novikov introduced certain classes of infinite dimensional Lie algebras to extend the Virasoro algebra and its related algebras to Riemann surfaces of higher genus. The author of this book generalized and extended them to a more general setting needed by the applications. Examples of applications are Conformal Field Theory, Wess-Zumino-Novikov-Witten models, moduli space problems, integrable systems, Lax operator algebras, and deformation theory of Lie algebra. Furthermore they constitute an important class of infinite dimensional Lie algebras which due to their geometric
Infinite dimensional Lie algebras. --- Conformal field theory. --- Lie algebras. --- Mathematical physics. --- Moduli spaces. --- Riemann surfaces.
ISBN: 3540660062 Year: 1999 Publisher: Berlin ; Heidelberg ; New York Springer-Verlag
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ISBN: 2921120445 Year: 2007 Publisher: Montréal : Publications CRM,
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