background microsatellites have evoked the interest of researchers owing to their applications in different fields such as dna fingerprinting, genetic mapping, population genetics, forensics, paternity studies and evolution. objectives the present study focused on the analysis of simple sequence repeats (ssrs) in genomes of seven species from three genera of the filoviridae family. materials an...

Ground-based Multi-Axis Differential Optical Absorption Spectroscopy (MAX-DOAS) measurements were performed at Tsukuba, Japan (36.1 N, 140.1 E), in November–December 2006. By analyzing the measured spectra of scattered sunlight with DOAS and optimal estimation methods, we first retrieve the aerosol optical depth (τ ) and the vertical profile of the aerosol extinction coefficient (k) at 476 nm i...

    An 8-week feeding trial was conducted to evaluate the effects of dietary commercial prebiotic A-Max, a mixture of mannan oligosaccharides, fructo oligosaccharides and β glucan, on growth and hemato-immunological parameters of great sturgeon (Huso huso) juveniles. After acclimation, fish (initial weight of 28.79±0.85 g) were placed into 12 tanks (30 fish per tank). Basal diet (containing 44%...

Toward Structural Optimization of MAX Phases as Epitaxial Thin Films Arni S. Ingason, Andrejs Petruhins & Johanna Rosen To cite this article: Arni S. Ingason, Andrejs Petruhins & Johanna Rosen (2016) Toward Structural Optimization of MAX Phases as Epitaxial Thin Films, Materials Research Letters, 4:3, 152-160, DOI: 10.1080/21663831.2016.1157525 To link to this article: http://dx.doi.org/10.1080...

We develop an idempotent version of probabilistic potential theory. The goal is to describe the set of max-plus harmonic functions, which give the stationary solutions of deterministic optimal control problems with additive reward. The analogue of the Martin compactification is seen to be a generalisation of the compactification of metric spaces using (generalised) Busemann functions. We define...

$r$-module. in this paper, we explore more properties of $max$-injective modules and we study some conditions under which the maximal spectrum of $m$ is a $max$-spectral space for its zariski topology.