Vector-Tensor and Vector-Vector Decay Amplitude Analysis ofB0→φK*0

Vector Optimization Problems and Generalized Vector Variational-Like Inequalities

In this paper, some properties of  pseudoinvex functions, defined by means of  limiting subdifferential, are discussed. Furthermore, the Minty vector variational-like inequality,  the Stampacchia vector variational-like inequality, and the  weak formulations of these two inequalities  defined by means of limiting subdifferential are studied. Moreover, some relationships  between the vector vari...

An equivalence functor between local vector lattices and vector lattices

We call a local vector lattice any vector lattice with a distinguished positive strong unit and having exactly one maximal ideal (its radical). We provide a short study of local vector lattices. In this regards, some characterizations of local vector lattices are given. For instance, we prove that a vector lattice with a distinguished strong unit is local if and only if it is clean with non no-...

Vector and Tensor Analysis in Euclidean Space

Vector-Tensor Duality

A dynamical non-abelian two-form potential is dual to a vector, and thence to a non-linear sigma model, when it is coupled to a flat connection in a particular way, in addition to the usual SU(N) gauge vector. The presence of the flat connection is crucial, which saves the topological mass generation mechanism [1] from being identified with a sigma model. Typeset using REVTEX [email protected]...

Nonlinear Vector-Tensor Multiplets Revisited

We give an off-shell formulation of the N = 2 supersymmetric new nonlinear vector-tensor multiplet. Interactions arise in this model as a consequence of gauging the central charge of the supersymmetry algebra, which in contrast to previous models with local central charge is achieved without a coupling to a vector multiplet. Furthermore, we present a new action formula that follows from couplin...