Accurate estimation of site productivity is essential for forest projections and scenario modelling. We present evaluate models to predict index (SI) whether a productive (potential total stem volume production ≥ 1 m 3 ·ha −1 ·year ) in wall-to-wall high-resolution (16 × 16 m) SI map Norway. investigate remotely sensed data improve predictions. also study the advantages disadvantages using boos...

Background: Spinal anesthesia has become an alternative to general anesthesia. However, spinal the most common side effects including, bradycardia and hypotension. The aim of this study was determine relationship between changes in inferior vena cava index (delta index) mean arterial pressure Methods: This observational pre-post test thirty-two patients who received (inferior collectibility cav...

Based on original work in [TV03], this paper gives a representation theorem for the Scott continuous maps between frames in terms of natural transformations between functors indexed by frames. The result specializes to frame homomorphisms, thereby giving a representation theorem for all locale maps (i.e. continuous maps as defined in locale theory).

In [BD92] (see also [HW98]), A. A. Beilinson and P. Deligne constructed the motivic polylogarithmic sheaf on PQ\{0, 1,∞}. Its specializations at primitive d-th roots of unity give the Beilinson’s elements of H M(Q(μd),Q(m)) = K2m−1(Q(μd))⊗ Q (m ≥ 1), whose images under the regulator maps to Deligne cohomology are the values of m-th polylogarithmic functions at primitive d-th roots of unity. The...

With the increasing number of digital maps and other geo-referenced data that are available over the Internet, there is a growing need for access to techniques that allow us to preview the content and to evaluate it relative to the requirements for complex spatial and thematic queries. . Analogous to the digital indices for fulltext searches on text documents, we introduce highly condensed, mac...

My current main project concerns the study of the interaction between the theory of operads and genuine equivariant homotopy theory. Briefly, an operad (introduced by May in [13]) consists of a sequence Oˆn of sets/spaces of “n-ary operations” together with Σn-actions and suitable compositions. The main point of operad theory is then the study of the algebras over a fixed operad O, which are o...