We present an exact description of the metric on the moduli space of vacua and the spectrum of massive states for four dimensional N = 2 supersymmetric SU(n) gauge theories. The moduli space of quantum vacua is identified with the moduli space of a special set of genus n − 1 hyperelliptic Riemann surfaces. 11.15.-q, 11.30.Pb Typeset using REVTEX

This article gives necessary and sufficient conditions for a relation to be the containment relation between the facets and vertices of a polytope. Also given here, are a set of matrices parameterizing the linear moduli space and another set parameterizing the projective moduli space of a combinatorial polytope.

Residue Number Systems require the selection of ring moduli whose product is greater than the predicted dynamic range of the computation being performed. The restriction that the moduli be relatively prime usually limits the set of available moduli and hence the maximum dynamic range. This is particularly the case when small moduli are to be considered for efficient hardware implementation. Sev...

In this paper we investigate residue number system to binary converter algorithms for special moduli sets. A new five moduli set proposed is shown to exhibit high speed forward and reverse conversion properties. The architectures are memoryless and area efficient.

The increasing usage of Residual Number System (RNS) in signal processing applications demands the development of new and more adaptable RNS moduli sets and arithmetic units. In this paper, a new reverse converter for moduli set {22n+1−1,22n ,2n− 1}, which can offers large dynamic range, is presented. We improved a previously introduced Mixed-Radix Converter architecture [1] for a high speed ha...

The fixed point set under a natural torus action on projectivized moduli spaces of simple representations of quivers is described. As an application, the Euler characteristic of these moduli is computed.

We construct a compact convex generating set $$\mathcal {C}_n$$ of the moduli closed connected projective special real manifolds fixed dimension n. show that manifold corresponds to an inner point if and only it has regular boundary behaviour. Our results can be used describe deformations 5d supergravity theories with complete scalar geometries.