By Abikoff W., Birman J.S., Kuiken K. (eds.)

Wilhelm Magnus used to be an awfully artistic mathematician who made basic contributions to diversified components, together with team conception, geometry, and particular services. This ebook comprises the complaints of a convention held in may well 1992 at Polytechnic collage to honor the reminiscence of Magnus. the point of interest of the e-book is on lively components of present learn the place Magnus' impression could be obvious. The papers diversity from expository articles to significant new learn, bringing jointly likely diversified themes and delivering access issues to a number of parts of mathematics.

Readership: study mathematicians

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Algebras, bialgebras, quantum groups, and algebraic deformations. Deformation theory and quantum groups with applications to mathematical physics (Amherst, MA, 1990), pp. 51–92, Contemp. Math. vol. 134. Am. Math. : Construction of quantum groups from Belavin-Drinfel’d inﬁnitesimals. Quantum deformations of algebras and their representations. Israel Math. Conf. Proc. vol. 7, pp. 45–64. : Bialgebra actions, twists, and universal deformation formulas. J. Pure Appl. : Deformations of sheaves of algebras.

The conference proceedings which contain the article [St97b]. : Frobenius manifolds and formality of Lie algebras of polyvector ﬁelds. Int. Math. Res. Not. 4, 201–215 (1998). : The twisted Eilenberg–Zilber theorem. Celebrazioni Archimedee del Secolo XX, In: Simposio di topologia, pp. : On the theory of elimination. Camb. Dublin Math. J. : Principal quasi-ﬁbrations and ﬁber homotopy equivalence of bundles. Illinois J. Math. : On the groups H(π, n). I. Ann. Math. 58, 55–106 (1953). II. Methods of computation.

Funktsional. Anal. i Prilozhen. : Orthogonal idempotents in the descent algebra of type Bn and applications. J. Pure Appl. : The decomposition of Hochschild cohomology and Gerstenhaber operations. J. Pure Appl. : Rankin-Cohen brackets and formal quantization. Adv. Math. : Quantum groups and deformation quantization: explicit approaches and implicit aspects. J. Math. Phys. : Poincare-Birkhoﬀ-Witt theorem for quadratic algebras of Koszul type. J. : Algebraic deformations arising from orbifolds with discrete torsion.