Water will undoubtedly become an ever more crucial locus of academic reflection, as Christiana Peppard’s concern that “wars the future be fought over water, not oil” (2014) stresses. Increasing water shortages worldwide and global warming in particular salt oceans, beg further from natural agricultural sciences, legal field, also theology. As a basic human right, is closely connected to peace j...

We report on the expression of singular nominals in Burmese, an articleless language, from original elicitation work. Bare nouns are interpreted as definites, to which numeral tiq 'one' is added form indefinites. propose that restricts domain nominal a singleton, and its addition subject Non-Vacuity constraint; this source anti-uniqueness inference furthermore investigate availability anaphoric...

The uniqueness of sparsest solutions of underdetermined linear systems plays a fundamental role in the newly developed compressed sensing theory. Several new algebraic concepts, including the sub-mutual coherence, scaled mutual coherence, coherence rank, and sub-coherence rank, are introduced in this paper in order to develop new and improved sufficient conditions for the uniqueness of sparsest...

We give necessary and suucient conditions for uniqueness of the support vector solution for the problems of pattern recognition and regression estimation, for a general class of cost functions. We show that if the solution is not unique, all support vectors are necessarily at bound, and we give some simple examples of non-unique solutions. We note that uniqueness of the primal (dual) solution d...

It has been conjectured that condensation of tachyons on a bosonic D-brane gives rise to vacuum / soliton solutions which are independent of the initial magnetic field on the D-brane. We present evidence for this conjecture using results from two dimensional conformal field theory. In particular we identify a continuous path in the configuration space of open string fields which interpolates be...

Let b′′ 6= W̄ . In [44], it is shown that U ≤ Θ′. We show that there exists a Liouville and local semi-partial point. Recently, there has been much interest in the extension of contravariant subsets. So it is well known that Ā→ ‖b‖.

This survey paper discusses some uniqueness questions for symplectic forms on compact manifolds without boundary.

In 1813, Cauchy2 gave the first proof of the theorem that two closed convex polyhedra in three-dimensional space are congruent if their faces are congruent in pairs and are joined to each other in the same order: in effect, the a priori possibility of rotations of the faces about the edges-which are obviously seen to be possible for some easily constructed open polyhedra-cannot occur for closed...