5,294 research outputs found

    MODELLING STOCK DYNAMICS IN THE SOUTHERN BENGUELA ECOSYSTEM FOR THE PERIOD 1978–2002

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    An ecosystem model of the southern Benguela was fitted to available time-series data for the period 1978–2002, to explore how changes in target fish populations in this ecosystem can be attributed to feeding interaction terms and population control patterns, the impact of fishing, and environmental forcing. Fishing patterns were estimated to explain only 2–3&#37 of the variability in the time-series, whereas an estimated productivity forcing pattern applied to phytoplankton explained 4–12&#37 of the variance represented by the sum of squares. Model settings describing prey vulnerability to their predators could explain around 40&#37 of the variability in the time-series. Modelled stock dynamics in the southern Benguela ecosystem more closely represent observed timeseries when wasp-waist control by small pelagic fish is simulated. Overall, model simulations suggest that almost half the variance in the time-series can be explained based on a combination of fishing, vulnerability settings and productivity patterns. Variation in mortalities and prey preferences over time, as well as model fits in relation to available effort series, are discussed. The study advances a model with improved parameterization and credibility to assist with an ecosystem approach to South African fisheries management. Afr. J. mar. Sci. 26: 179–19

    Sharing the transformation: Public relations and the uae come of age

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    © 2009 Taylor and Francis. Much like the country itself, the practice of public relations in the United Arab Emirates (UAE) has undergone a profound evolution during its short history of 30 years. As the country has grown, so too has the practice of public relations. Once no agencies existed, but today global multinational public relations firms have established a presence in the UAE, some with an equity relationship with their local partners, some as fully owned branches of global firms based in the United States or Europe, and others through affiliates. Companies like Team: Young and Rubicam, Gulf Hill and Knowlton, and Burston-Marsteller operate alongside local, smaller companies, competing for the same dollars and dirhams

    Spontaneous Hemarthrosis of the Knee - Late Complication of Flexible Femur Nailing: A Case Report.

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    We present a case report of acute spontaneous knee hemarthosis due to erosion of the nail through the knee joint capsule in a boy, seven months following retrograde flexible nailing for fractured femur. Careful positioning of the location of the insertion site of flexible nails and proper nail tip management are important to avoid this rare late complication

    Rigorous confidence intervals for critical probabilities

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    We use the method of Balister, Bollobas and Walters to give rigorous 99.9999% confidence intervals for the critical probabilities for site and bond percolation on the 11 Archimedean lattices. In our computer calculations, the emphasis is on simplicity and ease of verification, rather than obtaining the best possible results. Nevertheless, we obtain intervals of width at most 0.0005 in all cases

    Dominated Splitting and Pesin's Entropy Formula

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    Let MM be a compact manifold and f:MMf:\,M\to M be a C1C^1 diffeomorphism on MM. If μ\mu is an ff-invariant probability measure which is absolutely continuous relative to Lebesgue measure and for μ\mu a.e.xM,a.\,\,e.\,\,x\in M, there is a dominated splitting Torb(x)M=EFT_{orb(x)}M=E\oplus F on its orbit orb(x)orb(x), then we give an estimation through Lyapunov characteristic exponents from below in Pesin's entropy formula, i.e., the metric entropy hμ(f)h_\mu(f) satisfies hμ(f)χ(x)dμ,h_{\mu}(f)\geq\int \chi(x)d\mu, where χ(x)=i=1dimF(x)λi(x)\chi(x)=\sum_{i=1}^{dim\,F(x)}\lambda_i(x) and λ1(x)λ2(x)...λdimM(x)\lambda_1(x)\geq\lambda_2(x)\geq...\geq\lambda_{dim\,M}(x) are the Lyapunov exponents at xx with respect to μ.\mu. Consequently, by using a dichotomy for generic volume-preserving diffeomorphism we show that Pesin's entropy formula holds for generic volume-preserving diffeomorphisms, which generalizes a result of Tahzibi in dimension 2
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