13,349 research outputs found

    Characterizing RecA-Independent Induction of Shiga toxin2-encoding Phages by EDTA Treatment

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    The bacteriophage life cycle has an important role in Shiga toxin (Stx) expression. The induction of Shiga toxin-encoding phages (Stx phages) increases toxin production as a result of replication of the phage genome, and phage lysis of the host cell also provides a means of Stx toxin to exit the cell. Previous studies suggested that prophage induction might also occur in the absence of SOS response, independently of RecA

    Compound orbits break-up in constituents: an algorithm

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    In this paper decomposition of periodic orbits in bifurcation diagrams are derived in unidimensional dynamics system xn+1=f(xn;r)x_{n+1}=f(x_{n};r), being ff an unimodal function. We proof a theorem which states the necessary and sufficient conditions for the break-up of compound orbits in their simpler constituents. A corollary to this theorem provides an algorithm for the computation of those orbits. This process closes the theoretical framework initiated in (Physica D, 239:1135--1146, 2010)

    Advanced architectural descriptors in foams: novel 3D computational methods

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    This work presents 3D computational strategies aimed at providing foam de-structuration of the basic components of a cellular material (struts and cell walls) offering the possibility of analysing separately the structural elements that play an important role in the physical properties of thee materials. Two different methodologies have been used depending on the topological similarities existing between the struts and cell walls: 3D erosion-dilation procedure (thick struts) and solid classification algorithm (thin struts). In a second step, analysis of cell walls is performed in order to show the advantages of analysing separately the two foams components. Particularly, cell wall thickness distribution reveals differences that could not be found prior to the de-structuration

    A first step to accelerating fingerprint matching based on deformable minutiae clustering

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    Fingerprint recognition is one of the most used biometric methods for authentication. The identification of a query fingerprint requires matching its minutiae against every minutiae of all the fingerprints of the database. The state-of-the-art matching algorithms are costly, from a computational point of view, and inefficient on large datasets. In this work, we include faster methods to accelerating DMC (the most accurate fingerprint matching algorithm based only on minutiae). In particular, we translate into C++ the functions of the algorithm which represent the most costly tasks of the code; we create a library with the new code and we link the library to the original C# code using a CLR Class Library project by means of a C++/CLI Wrapper. Our solution re-implements critical functions, e.g., the bit population count including a fast C++ PopCount library and the use of the squared Euclidean distance for calculating the minutiae neighborhood. The experimental results show a significant reduction of the execution time in the optimized functions of the matching algorithm. Finally, a novel approach to improve the matching algorithm, considering cache memory blocking and parallel data processing, is presented as future work.Universidad de Málaga. Campus de Excelencia Internacional Andalucía Tech

    Asombro y conocimiento : una mirada al pathos platónico

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    Se analiza el papel del pathos como condición de emergencia tanto del logos como de la episteme, lo cual nos lleva reconocer que a la par de una concepción “intelectualista” de la teoría platónica del conocimiento, en la que es necesaria la supresión de todos los elementos irracionales que nublan el juicio, existe otra perspectiva, sobre todo sustentada en el Fedro, en la cual el pathos, expresado como manía amorosa, no es solamente una etapa a superar para acceder a la intuición de las Formas, sino que ella misma se convierte en una experiencia cognitiva que devuelve al conocimiento su carácter humano.We analyze the role of pathos as emergency condition for both, logos and episteme, which leads us to recognize that along with an intellectual conception of the Platonic theory of knowledge, that demands to abolish all irrational elements that cloud the judgment, there is another perspective, especially supported by the Phaedrus, in which pathos, understood as love like madness, is not just a stage to overcome in order to arrive at the intuition of Forms, but it becomes itself a cognitive experience that gives back to knowledge its human nature

    Asombro y conocimiento : una mirada al pathos platónico

    Get PDF
    Se analiza el papel del pathos como condición de emergencia tanto del logos como de la episteme, lo cual nos lleva reconocer que a la par de una concepción "intelectualista" de la teoría platónica del conocimiento, en la que es necesaria la supresión de todos los elementos irracionales que nublan el juicio, existe otra perspectiva, sobre todo sustentada en el Fedro, en la cual el pathos, expresado como manía amorosa, no es solamente una etapa a superar para acceder a la intuición de las Formas, sino que ella misma se convierte en una experiencia cognitiva que devuelve al conocimiento su carácter humano.We analyze the role of pathos as emergency condition for both, logos and episteme, which leads us to recognize that along with an intellectual conception of the Platonic theory of knowledge, that demands to abolish all irrational elements that cloud the judgment, there is another perspective, especially supported by the Phaedrus, in which pathos, understood as love like madness, is not just a stage to overcome in order to arrive at the intuition of Forms, but it becomes itself a cognitive experience that gives back to knowledge its human nature

    Spontaneous R-Parity Breaking and Left-Right Symmetry

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    We propose a simple renormalizable left-right theory where R-parity is spontaneously broken and neutrino masses are generated through the Type I seesaw mechanism and R-parity violation. In this theory R-parity and the gauge symmetry are broken by the sneutrino vacuum expectation values and there is no Majoron problem. The SU(2)_R and R-parity violation scales are determined by the SUSY breaking scale making the model very predictive. We discuss the spectrum and possible tests of the theory through the neutralinos, charginos, Z^' and W_R decays at the Large Hadron Collider.Comment: 4 pages, minor corrections, title changed, to appear in Physics Letters

    Rectipilus stromatoides sp. nov. (Agaricales, Basidiomycota), a new cyphelloid fungus from the Brazilian Amazon

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    [EN] A new cyphelloid species, Rectipilus stromatoides is described from the Brazilian Amazon. It is characterized by the basidiomes disposed in a pinkish stromatic structure and microscopically by the presence of cystidiols and the size of the basidiospores. The species is compared with the similar species. A key to the accepted species of Rectipilus is provided

    Algebraic description of anharmonic stretching vibrations

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    A U(2) algebraic model is presented to describe stretching vibrations of XYn_n (n=2, 3, and 4) systems, where anharmonic interactions between the bond modes are considered. This model in a limit corresponds to an anharmonically coupled local mode model. As an example, the model for a molecule XY4_4 is applied to recently observed spectra of methane in both gas and liquid phases, and the results obtained are in good agreement with the experiments
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