We show that in the large N limit, a weakly coupled SU(N) gauge theory with adjoint matter on a class of compact manifolds (like S) satisfies an “inheritance principle” in the low temperature phase. Finite temperature correlation functions of gauge invariant single-trace operators are related to those at zero temperature by summing over images of each operator in the Euclidean time direction. T...

Let X be a compact Hausdorff space, let E be a Banach space, and let C(X,E) stand for the Banach space of E-valued continuous functions on X under the uniform norm. In this paper we characterize Integral operators (in the sense of Grothendieck) on C(X,E) spaces in term of their representing vector measures. This is then used to give some applications to Nuclear operators on C(X,E) spaces. AMS(M...

Abstract The aim of this paper is to give some new characterizations strictly Lipschitz p -summing operators. These operators have been introduced in order improve the Therefore, we adapt definition for constructing other classes mappings which are called -nuclear and ( , r s )-summing Some interesting properties factorization results obtained these classes.

Abstract. This document describes objectives and method used to characterize DTMOST structures in the 0.13μm CMOS technology. The temperature dependence of the Id(Vgs) relationship is measured and parameterized into a simple mathematical model. On the basis of this model performances of two basic Bandgap reference (BGR) circuits have been evaluated. The classical voltage summing BGR circuit dem...

We introduce cube summing, a technique that permits dynamic programming algorithms for summing over structures (like the forward and inside algorithms) to be extended with non-local features that violate the classical structural independence assumptions. It is inspired by cube pruning (Chiang, 2007; Huang and Chiang, 2007) in its computation of non-local features dynamically using scored k-best...

A bstract We study the Feynman propagator of free scalar fields in AdS 3 with a conical defect. In bulk, defect is represented by massive particle; dual CFT, it heavy operator that creates highly excited state. construct solving bulk equation motion geometry, summing over modes field, and passing to boundary. The result agrees calculation based on method images /? N , where also sum geodesic le...

Elliptic problems in a two-dimensional domain containing one or several small holes is studied asymptotically in the limit of small hole radius ". As a result of the perturbation , the asymptotic solution to this class of problems contains an innnite logarithmic expansion in powers of ?1= log ". A hybrid asymptotic-numerical technique is used to sum these innnite logarithmic expansions and obta...