170 research outputs found

    Crude Chronicles: Indigenous Politics, Multinational Oil, and Neoliberalism in Ecuador

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    Book review of Crude Chronicles: Indigenous Politics, Multinational Oil, and Neoliberalism in Ecuador. Suzana Sawyer. Durham, NC: Duke University Press, 2004. xii + 294 pp., notes, glossary, bibliography, index. ISBN 0-8223-3272-8

    Cryoseston of the Pirin Mountains, Bulgaria

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    In the cryoseston community of the Pirin Mountains, 18 species were determined. Chlorophyta: Chlamydomonas nivalis (predominant), Chloromonas brevispina,Chloromonas rostafinski, Chlainomonas rubra (new genus and species for Bulgaria, documented in Europe for only the second time), Cystococcus nivicolus and Stichococcus nivalis. Bacillariophyceae: Aulacoseira granulata var. angustissima, Hantzchia amphioxys, cf. Surirella. Fungi: cf. Chytridium chlamydococcii. Deuteromycetes: Selenotila nivalis, Chionaster nivalis, and saprophytic fungae cf. Myzocytium, Rhodosporidium toruloides, Alternaria sp. and cf. Cladosporium, in pollen grains. Bacteria: Leptothrixochracea. Ciliata: Vorticella campanula. The composition of cryoseston in the Pirin Mountains is characteristic for high mountains where Chlamydomonas nivalis predominates

    Bent functions

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    Permutations via linear translators

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    International audienceWe show that many infinite classes of permutations over finite fields can be constructedvia translators with a large choice of parameters. We first characterize some functionshaving linear translators, based on which several families of permutations are then derived. Extending the results of \cite{kyu}, we give in several cases thecompositional inverse of these permutations. The connection with complete permutations is also utilized to provide further infinite classes of permutations. Moreover, wepropose new tools to study permutations of the form x↩x+(xpm−x+ή)sx\mapsto x+(x^{p^m}-x+\delta)^s and a few infinite classes of permutations of this form are proposed

    Bent functions stemming from Maiorana-McFarland class being provably outside its completed version

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    In early nineties Carlet [1] introduced two new classes of bent functions, both derived from the Maiorana-McFarland (M\mathcal{M}) class, and named them \cC and \cD class, respectively. Apart from a subclass of \cD, denoted by \cD_0 by Carlet, which is provably outside two main (completed) primary classes of bent functions, little is known about their efficient constructions. More importantly, both classes may easily remain in the underlying M\mathcal{M} class which has already been remarked in [21]. Assuming the possibility of specifying a bent function ff that belongs to one of these two classes (apart from \cD_0), the most important issue is then to determine whether ff is still contained in the known primary classes or lies outside their completed versions. In this article, we further elaborate on the analysis of the set of sufficient conditions given in \cite{OutsideMM} concerning the specification of bent functions in \cC and \cD which are provably outside \cM. It is shown that these conditions, related to bent functions in class \cD, can be relaxed so that even those permutations whose component functions admit linear structures still can be used in the design. It is also shown that monomial permutations of the form x2r+1x^{2^r+1} have inverses which are never quadratic for n>4n >4, which gives rise to an infinite class of bent functions in \cC but outside \cM. Similarly, using a relaxed set of sufficient conditions for bent functions in \cD and outside \cM, one explicit infinite class of such bent functions is identified. We also extend the inclusion property of certain subclasses of bent functions in \cC and \cD, as addressed initially in [1,21], that are ultimately within the completed M\mathcal{M} class. Most notably, we specify {\em another generic and explicit subclass} of \cD, which we call \cD_2^\star, whose members are bent functions provably outside the completed M\mathcal{M} class

    Demographic variation in space and time : implications for conservation targeting

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    The dynamics of wild populations are governed by demographic rates which vary spatially and/or temporally in response to environmental conditions. Conservation actions for widespread but declining populations could potentially exploit this variation to target locations (or years) in which rates are low, but only if consistent spatial or temporal variation in demographic rates occurs. Using long-term demographic data for wild birds across Europe, we show that productivity tends to vary between sites (consistently across years), while survival rates tend to vary between years (consistently across sites), and that spatial synchrony is more common in survival than productivity. Identifying the conditions associated with low demographic rates could therefore facilitate spatially targeted actions to improve productivity or (less feasibly) forecasting and temporally targeting actions to boost survival. Decomposing spatio-temporal variation in demography can thus be a powerful tool for informing conservation policy and for revealing appropriate scales for actions to influence demographic rates.Peer reviewe
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