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971.
Lin Shan 《Journal of Functional Analysis》2008,255(6):1480-1496
In this paper, we define an equivariant higher index map from to K∗(C∗Γ(X)) if a torsion-free discrete group Γ acts on a manifold X properly, where C∗Γ(X) is the norm closure of all locally compact, Γ-invariant operators with finite propagation. When Γ acts on X properly and cocompactly, this equivariant higher index map coincides with the Baum-Connes map [P. Baum, A. Connes, K-theory for discrete groups, in: D. Evens, M. Takesaki (Eds.), Operator Algebras and Applications, Cambridge Univ. Press, Cambridge, 1989, pp. 1-20; P. Baum, A. Connes, N. Higson, Classifying space for proper actions and K-theory of group C∗-algebras, in: C∗-Algebras: 1943-1993, San Antonio, TX, 1993, in: Contemp. Math., vol. 167, Amer. Math. Soc., Providence, RI, 1994, pp. 240-291]. When Γ is trivial, this equivariant higher index map is the coarse Baum-Connes map [J. Roe, Coarse cohomology and index theory on complete Riemannian manifolds, Mem. Amer. Math. Soc. 104 (497) (1993); J. Roe, Index Theory, Coarse Geometry, and the Topology of Manifolds, CBMS Reg. Conf. Ser. Math., vol. 90, Amer. Math. Soc., Providence, RI, 1996]. If X is a simply-connected complete Riemannian manifold with nonpositive sectional curvature and Γ is a torsion-free discrete group acting on X properly and isometrically, we prove that the equivariant higher index map is injective. 相似文献
972.
Esteban Andruchow 《Journal of Mathematical Analysis and Applications》2008,337(2):1226-1237
We study the geometry of the set
973.
Up to an equivalence transformation, we describe continuous formal deformations of the Poisson superbracket defined on compactly
supported smooth functions on ℝ2 taking values in a Grassmann algebra .
__________
Translated from Teoreticheskaya i Matematicheskaya Fizika, Vol. 155, No. 2, pp. 265–286, May, 2008. 相似文献
974.
Let K be a Lie group and P be a K-principal bundle on a manifold M. Suppose given furthermore a central extension of K. It is a classical question whether there exists a -principal bundle on M such that . Neeb (Commun. Algebra 34:991–1041, 2006) defines in this context a crossed module of topological Lie algebras whose cohomology
class is an obstruction to the existence of . In the present article, we show that is up to torsion a full obstruction for this problem, and we clarify its relation to crossed modules of Lie algebroids and
Lie groupoids, and finally to gerbes.
相似文献
975.
Aderemi Kuku 《Algebras and Representation Theory》2008,11(4):355-368
Let R be the ring of integers in a number field F, Λ any R-order in a semisimple F-algebra Σ, α an R-automorphism of Λ. Denote the extension of α to Σ also by α. Let Λ
α
[T] (resp. Σ
α
[T] be the α-twisted Laurent series ring over Λ (resp. Σ). In this paper we prove that (i) There exist isomorphisms ) for all n ≥ 1. (ii) is an l-complete profinite Abelian group for all n≥2. (iii)for all n≥2. (iv)is injective with uniquely l-divisible cokernel (for all n≥2). (v) K
–1(Λ), K
–1(Λ
α
[T]) are finitely generated Abelian groups.
Presented by Alain Verschoren. 相似文献
976.
Amit Kulshrestha R. Parimala 《Transactions of the American Mathematical Society》2008,360(3):1193-1221
Let be a field of characteristic not whose virtual cohomological dimension is at most . Let be a semisimple group of adjoint type defined over . Let denote the normal subgroup of consisting of elements -equivalent to identity. We show that if is of classical type not containing a factor of type , . If is a simple classical adjoint group of type , we show that if and its multi-quadratic extensions satisfy strong approximation property, then . This leads to a new proof of the -triviality of -rational points of adjoint classical groups defined over number fields.
977.
Mehmet A. Orgun 《Mathematics in Computer Science》2008,2(1):165-191
In a temporal database, time-varying relations may be defined over multiple time-lines with varying rates of sampling and/or
progress, for instance, multiple time series. There is a need to represent such data in a temporal model and provide query
languages. In this paper, we propose a clocked temporal relational algebra, called , which supports temporal relations based on multiple time-lines. In the underlying model, temporal relations (historical
data) are defined over clocks which are subsequences of an assumed global time-line. The algebra is uniform, it is a consistent
extension of the relational algebra, and it includes a number of temporal operators to combine data based on different time-lines,
as well as extensions of the operators of the relational algebra. The semantics of an operation of depends on the clocks of the relations involved in the operation as well as the relations. We outline a formal interpretation
of expressions of , which also represent clocked relations, and sketch a na?ve expression evaluation method.
相似文献
978.
979.
980.
Kenny De Commer 《Journal of Functional Analysis》2018,274(1):152-221
We introduce a notion of I-factorial quantum torsor, which consists of an integrable ergodic action of a locally compact quantum group on a type I-factor such that also the crossed product is a type I-factor. We show that any such I-factorial quantum torsor is at the same time a I-factorial quantum torsor for the dual locally compact quantum group, in such a way that the construction is involutive. As a motivating example, we show that quantized compact semisimple Lie groups, when amplified via a crossed product construction with the function algebra on the associated weight lattice, admit I-factorial quantum torsors, and give an explicit realization of the dual quantum torsor in terms of a deformed Heisenberg algebra for the Borel part of a quantized universal enveloping algebra. 相似文献