1,624 research outputs found

    Seroprevalencia de Brucella abortus en bovinos del departamento de Huila - Colombia

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    El objetivo de este trabajo fue determinar la seroprevalencia de brucelosis bovina en el departamento de Huila, mediante la detección de anticuerpos contra Brucella abortus. El estudio se desarrolló en el periodo comprendido entre mayo de 2011 a diciembre de 2012 en el que se realizaron análisis serológicos de 14.741 bovinos de los cuales 14.010 fueron hembras y 731 machoslocalizados en 333 predios de 28 municipios de esta zona del país; dicha información se recopiló de los resultados obtenidos por el ICA conjuntamente con el organismo de inspección. Se utilizó comoprueba tamiz, la técnica deaglutinación con rosa de bengala y se realizo pruebas confirmatoriasde fluorescencia polarizaday ELISA competitiva.Los resultado obtenidos por zona muestran que la mayor prevalencia se localiza en el norte con 2,69%, seguido por la zona occidental 1,90%, el centro 1,23% y la zona sur 0,18%. En general en el departamento de Huila las cifras de prevalencia de brucelosis bovina son bajas 1,90% en animales y moderadas 28,80%para predios. Lo que muestra avances importantes en elPrograma Nacional de Prevención, Control y Erradicación de la Brucelosis Bovina y el Programa Certificación de Hatos Libres de Brucella

    Structure and Magnetism of Neutral and Anionic Palladium Clusters

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    The properties of neutral and anionic Pd_N clusters were investigated with spin-density-functional calculations. The ground state structures are three-dimensional for N>3 and they are magnetic with a spin-triplet for 2<=N<=7 and a spin nonet for N=13 neutral clusters. Structural- and spin-isomers were determined and an anomalous increase of the magnetic moment with temperature is predicted for a Pd_7 ensemble. Vertical electron detachment and ionization energies were calculated and the former agree well with measured values for anionic Pd_N clusters.Comment: 5 pages, 3 figures, fig. 2 in color, accepted to Phys. Rev. Lett. (2001

    Change in Terrestrial Human Footprint Drives Continued Loss of Intact Ecosystems

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    Human pressure mapping is important for understanding humanity's role in shaping Earth's patterns and processes. We provide the latest maps of the terrestrial human footprint and provide an assessment of change in human pressure across Earth. Between 2000 and 2013, 1.9 million km2 of land relatively free of human disturbance became highly modified. Our results show that humanity's footprint is eroding Earth's last intact ecosystems and that greater efforts are urgently needed to retain them

    The exceptional value of intact forest ecosystems

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    As the terrestrial human footprint continues to expand, the amount of native forest that is free from significant damaging human activities is in precipitous decline. There is emerging evidence that the remaining intact forest supports an exceptional confluence of globally significant environmental values relative to degraded forests, including imperilled biodiversity, carbon sequestration and storage, water provision, indigenous culture and the maintenance of human health. Here we argue that maintaining and, where possible, restoring the integrity of dwindling intact forests is an urgent priority for current global efforts to halt the ongoing biodiversity crisis, slow rapid climate change and achieve sustainability goals. Retaining the integrity of intact forest ecosystems should be a central component of proactive global and national environmental strategies, alongside current efforts aimed at halting deforestation and promoting reforestation

    Investigating the correlation between paediatric stride interval persistence and gross energy expenditure

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    <p>Abstract</p> <p>Background</p> <p>Stride interval persistence, a term used to describe the correlation structure of stride interval time series, is thought to provide insight into neuromotor control, though its exact clinical meaning has not yet been realized. Since human locomotion is shaped by energy efficient movements, it has been hypothesized that stride interval dynamics and energy expenditure may be inherently tied, both having demonstrated similar sensitivities to age, disease, and pace-constrained walking.</p> <p>Findings</p> <p>This study tested for correlations between stride interval persistence and measures of energy expenditure including mass-specific gross oxygen consumption per minute (<inline-formula><graphic file="1756-0500-3-47-i1.gif"/></inline-formula>), mass-specific gross oxygen cost per meter (<it>VO</it><sub>2</sub>) and heart rate (HR). Metabolic and stride interval data were collected from 30 asymptomatic children who completed one 10-minute walking trial under each of the following conditions: (i) overground walking, (ii) hands-free treadmill walking, and (iii) handrail-supported treadmill walking. Stride interval persistence was not significantly correlated with <inline-formula><graphic file="1756-0500-3-47-i1.gif"/></inline-formula> (p > 0.32), <it>VO</it><sub>2 </sub>(p > 0.18) or HR (p > 0.56).</p> <p>Conclusions</p> <p>No simple linear dependence exists between stride interval persistence and measures of gross energy expenditure in asymptomatic children when walking overground and on a treadmill.</p

    A finite difference method for pricing European and American options under a geometric Lévy process

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    In this paper we develop a numerical approach to a fractional-order differential Linear Complementarity Problem (LCP) arising in pricing European and American options under a geometric Lévy process. The LCP is first approximated by a nonlinear penalty fractional Black-Scholes (fBS) equation. We then propose a finite difference scheme for the penalty fBS equation. We show that both the continuous and the discretized fBS equations are uniquely solvable and establish the convergence of the numerical solution to the viscosity solution of the penalty fBS equation by proving the consistency, stability and monotonicity of the numerical scheme. We also show that the discretization has the 2nd-order truncation error in both the spatial and time mesh sizes. Numerical results are presented to demonstrate the accuracy and usefulness of the numerical method for pricing both European and American options under the geometric Lévy process
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