Results 1  10
of
179
TOWARDS A LOCAL TRACE FORMULA
"... 1. Suppose that G is a connected, reductive algebraic group over a local field F. We assume that F is of characteristic 0. We can form the Hilbert space L2(G(F)) of functions on G(F) which are square integrable with respect to the Haar measure. The regular representation (R(yl, y2)4)(x) = ((yi1xy2) ..."
Abstract
 Add to MetaCart
such an identity, and to describe the ultimate form the identity is likely to take. To see the analogy with automorphic forms more clearly, consider the diagonal embedding of F into the ring AF = FOF. The group G(AF) of AFvalued points in G is just G(F) X G(F). The group G(F) embeds into G(AF) as the diagonal
af
"... Dette speciale omhandler algoritmer til at finde eksakte motiver i DNAsekvenser med fokus p̊a praktisk hastighed. Algoritmerne bliver testet i praksis med forskellige længder af DNAsekvenser og forskellige længder af motiver, hvor input er dele af det menneskelige DNA. Algoritmerne bliver analyse ..."
Abstract
 Add to MetaCart
Dette speciale omhandler algoritmer til at finde eksakte motiver i DNAsekvenser med fokus p̊a praktisk hastighed. Algoritmerne bliver testet i praksis med forskellige længder af DNAsekvenser og forskellige længder af motiver, hvor input er dele af det menneskelige DNA. Algoritmerne bliver
Structure and Flexibility of the CRing in the Electromotor of Rotary FoF1ATPase of Pea Chloroplasts
, 2012
"... A ring of 8–15 identical csubunits is essential for iontranslocation by the rotary electromotor of the ubiquitous FOF1ATPase. Here we present the crystal structure at 3.4A ̊ resolution of the cring from chloroplasts of a higher plant (Pisum sativum), determined using a native preparation. The cr ..."
Abstract

Cited by 3 (0 self)
 Add to MetaCart
A ring of 8–15 identical csubunits is essential for iontranslocation by the rotary electromotor of the ubiquitous FOF1ATPase. Here we present the crystal structure at 3.4A ̊ resolution of the cring from chloroplasts of a higher plant (Pisum sativum), determined using a native preparation
Observations of rotation within the FoF1ATP synthase: deciding between rotation of the Foc subunit ring and artifact
, 2000
"... Edited by UlfIngo Flu«gge Abstract FoF1ATP synthase mediates coupling of proton flow in Fo and ATP synthesis/hydrolysis in F1 through rotation of central rotor subunits. A ring structure of Foc subunits is widely believed to be a part of the rotor. Using an attached actin filament as a probe, we h ..."
Abstract
 Add to MetaCart
Edited by UlfIngo Flu«gge Abstract FoF1ATP synthase mediates coupling of proton flow in Fo and ATP synthesis/hydrolysis in F1 through rotation of central rotor subunits. A ring structure of Foc subunits is widely believed to be a part of the rotor. Using an attached actin filament as a probe, we
The Burnside ring of fusion systems
 MR 2562769 (2011a:20039
"... Abstract. Given a saturated fusion system F on a finite pgroup S we define a ring A(F) modeled on the Burnside ring A(G) of finite groups. We show that these rings have several properties in common. When F is the fusion system of G we describe the relationship between these rings. 1. ..."
Abstract

Cited by 8 (0 self)
 Add to MetaCart
Abstract. Given a saturated fusion system F on a finite pgroup S we define a ring A(F) modeled on the Burnside ring A(G) of finite groups. We show that these rings have several properties in common. When F is the fusion system of G we describe the relationship between these rings. 1.
AFdomains and their generalizations
, 902
"... In this paper, we are concerned with the study of the dimension theory of tensor products of algebras over a field k. We introduce and investigate the notion of generalized AFdomain (GAFdomain for short) and prove that any kalgebra A such that the polynomial ring in one variable A[X] is an AFdom ..."
Abstract

Cited by 1 (1 self)
 Add to MetaCart
In this paper, we are concerned with the study of the dimension theory of tensor products of algebras over a field k. We introduce and investigate the notion of generalized AFdomain (GAFdomain for short) and prove that any kalgebra A such that the polynomial ring in one variable A[X] is an AF
RINGS WITH SOVABLE QUIVERS
, 2004
"... An artinian ring R is squarefree in case none of its indecomposable projective modules has a repeated composition factor. Let Q be the quiver of such a squarefree ring R. In this paper we show that if R is indecomposable and transitive on the cyclic components of Q and if Q contains no ncrown, t ..."
Abstract
 Add to MetaCart
crown, then R ∼ = D ⊗K A where D is the natural division ring of R, K = CenD, and A is a squarefree Kalgebra; that is, dimK(eAf) ≤ 1 for every pair e, f ∈ A of primitive idempotents. 1. Introduction. Let R be an artinian ring with basic ring R, and suppose that R/J ∼ = Dn (as rings) for some division ring D
Rings of Squares Around Orthologic Triangles
"... Abstract. We explore some properties of the geometric configuration when a ring of six squares with the same orientation are erected on the segments BD, DC, CE, EA, AF and FB connecting the vertices of two orthologic triangles ABC and DEF. The special case when DEF is the pedal triangle of a variab ..."
Abstract
 Add to MetaCart
Abstract. We explore some properties of the geometric configuration when a ring of six squares with the same orientation are erected on the segments BD, DC, CE, EA, AF and FB connecting the vertices of two orthologic triangles ABC and DEF. The special case when DEF is the pedal triangle of a
Retakh V., Lie algebras and Lie groups over noncommutative rings
 Adv. Math
"... Abstract. The aim of this paper is to introduce and study Lie algebras and Lie groups over noncommutative rings. For any Lie algebra g sitting inside an associative algebra A and any associative algebra F we introduce and study the algebra (g, A)(F), which is the Lie subalgebra of F ⊗A generated by ..."
Abstract

Cited by 3 (1 self)
 Add to MetaCart
Abstract. The aim of this paper is to introduce and study Lie algebras and Lie groups over noncommutative rings. For any Lie algebra g sitting inside an associative algebra A and any associative algebra F we introduce and study the algebra (g, A)(F), which is the Lie subalgebra of F ⊗A generated
Intrastromal corneal ring for ectasia after re
"... PURPOSE: To evaluate the clinical outcomes of im segments (ICRS) in patients with corneal ectasia af tasia died tome ings mean UDVA increased from 20/185 to 20/66 (PZ.005) and the mean CDVA, from 20/125 to 20/40 (PZ.008). The mean asphericity decreased from 0.95 preoperatively to 0.23 postoperative ..."
Abstract
 Add to MetaCart
PURPOSE: To evaluate the clinical outcomes of im segments (ICRS) in patients with corneal ectasia af tasia died tome ings mean UDVA increased from 20/185 to 20/66 (PZ.005) and the mean CDVA, from 20/125 to 20/40 (PZ.008). The mean asphericity decreased from 0.95 preoperatively to 0
Results 1  10
of
179