Titlebook: Lauterkeitsrecht und Acquis Communautaire; Reto M. Hilty,Frauke Henning-Bodewig Conference proceedings 2009 Springer-Verlag Berlin Heidelb

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Wolfgang B. Schünemannogy of associative algebraic structures, it also contains material on the semi-infinite (co)homology of Lie algebras and topological groups, the derived comodule-contramodule correspondence, its application to the duality between representations of infinite-dimensional Lie algebras with complementar

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ogy of associative algebraic structures, it also contains material on the semi-infinite (co)homology of Lie algebras and topological groups, the derived comodule-contramodule correspondence, its application to the duality between representations of infinite-dimensional Lie algebras with complementar

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Karl-Nikolaus Peiferntains also rich representation-theoretic and algebro-geometThis monograph deals with semi-infinite homological algebra. Intended as the definitive treatment of the subject of semi-infinite homology and cohomology of associative algebraic structures, it also contains material on the semi-infinite (c

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Rupprecht Podszunntains also rich representation-theoretic and algebro-geometThis monograph deals with semi-infinite homological algebra. Intended as the definitive treatment of the subject of semi-infinite homology and cohomology of associative algebraic structures, it also contains material on the semi-infinite (c

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Ansgar Ohlyogy of associative algebraic structures, it also contains material on the semi-infinite (co)homology of Lie algebras and topological groups, the derived comodule-contramodule correspondence, its application to the duality between representations of infinite-dimensional Lie algebras with complementar

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Reto M. Hilty meromorphic differential. Typically, the geometry of the curve can be seen most clearly in a suitable semi-classical limit, as ., and becomes non-commutative or “quantum” away from this limit. For a classical curve defined by the zero locus of a polynomial .(., .), we provide a construction of its

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Jochen Glöckner meromorphic differential. Typically, the geometry of the curve can be seen most clearly in a suitable semi-classical limit, as ., and becomes non-commutative or “quantum” away from this limit. For a classical curve defined by the zero locus of a polynomial .(., .), we provide a construction of its

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usa and Zappalà, arXiv:1112.1498. To appear in Rend Circ Mat Palermo; Colloq Math 64:73–83, 2013; Favacchio et al, J Pure Appl Algebra 217:1955–1966, 2013). In particular, it is shown that the Hilbert function of an almost complete intersection Artinian standard graded algebra of codimension 3 is a