9,995 research outputs found

    Unsolved problems in the lowermost mantle

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    Many characteristics of D '' layer may be attributed to the recently discovered MgSiO3 post-perovskite phase without chemical heterogeneities. They include a sharp discontinuity at the top of D '', regional variation in seismic anisotropy, and a steep Clapeyron slope. However, some features remain unexplained. The seismically inferred velocity jump is too large in comparison to first principles calculations, and the sharpness of the discontinuity may require a chemical boundary. Chemical heterogeneity may play an important role in addition to the phase transformation from perovskite to post-perovskite. Phase transformation and chemical heterogeneity and the attendant changes in physical properties, such as rheology and thermal conductivity, are likely to play competing roles in defining the dynamical stability of the D '' layer. Revealing the relative roles between phase transition and chemical anomalies is an outstanding challenge in the study of the role of D '' in thermal-chemical evolution of the Earth

    Gender and the contemporary educational canon in the UK

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    This paper presents an analysis of the gender of the authors and the main characters of the set texts for English examinations taken at age 16 in England, Northern Ireland, Scotland and Wales. It presents an argument for why representation within the canon is important and places this within the context of recent educational reform in England and Scotland. The analysis demonstrates that texts by female authors are in a minority, sometimes in the extreme, and when the gender of the main character is taken into account, there is an even greater imbalance. The reasons behind this, even after a time of major educational reform, are explored and the constraints of the market are suggested as reasons why greater risks were not taken

    The Newtonian Limit of Hermitian Gravity

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    We construct the gauge invariant potentials of Hermitian Gravity and derive the linearized equations of motion they obey. A comparison reveals a striking similarity to the Bardeen potentials of general relativity. We then consider the response to a point particle source, and discuss in what sense the solutions of Hermitian Gravity reduce to the Newtonian potentials. In a rather intriguing way, the Hermitian Gravity solutions exhibit a generalized reciprocity symmetry originally proposed by Born in the 1930s. Finally, we consider the trajectories of massive and massless particles under the influence of a potential. The theory correctly reproduces the Newtonian limit in three dimensions and the nonrelativistic acceleration equation. However, it differs from the light deflection calculated in linearized generalrelativity by 25%. While the specific complexification of general relativity by extension to Hermitian spaces performed here does not agree with experiment, it does possess useful properties for quantization and is well-behaved around singularities. Another form of complex general relativity may very well agree with experimental data.Comment: The published version in Gen. Rel. Grav. 24 pages, no figure

    Model of host-pathogen Interaction dynamics links In vivo optical imaging and immune responses

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    Tracking disease progression in vivo is essential for the development of treatments against bacterial infection. Optical imaging has become a central tool for in vivo tracking of bacterial population development and therapeutic response. For a precise understanding of in vivo imaging results in terms of disease mechanisms derived from detailed postmortem observations, however, a link between the two is needed. Here, we develop a model that provides that link for the investigation of Citrobacter rodentium infection, a mouse model for enteropathogenic Escherichia coli (EPEC). We connect in vivo disease progression of C57BL/6 mice infected with bioluminescent bacteria, imaged using optical tomography and X-ray computed tomography, to postmortem measurements of colonic immune cell infiltration. We use the model to explore changes to both the host immune response and the bacteria and to evaluate the response to antibiotic treatment. The developed model serves as a novel tool for the identification and development of new therapeutic interventions

    Satellite tracking in sea turtles: How do we find our way to the conservation dividends?

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    This is the author accepted manuscript. The final version is available from the publisher via the DOI in this record.As species of conservation concern, sea turtles have historically been difficult to study because of their elusive nature and extensive ranges, but improvements in telemetry have facilitated insights into life histories and behaviours which can potentially inform conservation policies. To date, there have been few assessments of the impact of satellite tracking data on species conservation, and it is difficult to clearly gauge whether the dividends justify the costs. Through an extensive review of the literature (369 papers, 1982-2014) and a questionnaire-based survey of 171 sea turtle tracking researchers, we evaluate the conservation dividends gained thus far from tracking and highlight conservation successes. We discuss who is tracking and where, where biases in effort exist, and evaluate the impact of tracking data on conservation. Conservation issues are increasingly being considered. Where research recommends policy change, the quality of advice varies and the level of uptake is still uncertain, with few clearly described examples of tracking-data actually influencing policy. The means to increase the conservation impact are discussed, including: disseminating findings more widely; communicating and collaborating with colleagues and stakeholders for more effective data sharing; community liaison, and endeavouring to close the gaps between researchers and conservation practitioners

    An Accelerated Method for Minimizing a Convex Function of Two Variables

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    The author considers the problem of minimizing a convex function of two variables without computing the derivatives or (in the nondifferentiable case) the subgradients of the function, and suggests two algorithms for doing this. Such algorithms could form an integral part of new methods for minimizing a convex function of many variables based on the solution of a two-dimensional minimization problem at each step (rather than on line-searches, as in most existing algorithms). This is a contribution to research on nonsmooth optimization currently underway in System and Decision Sciences Program Core

    Advances in Inflation in String Theory

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    We provide a pedagogical overview of inflation in string theory. Our theme is the sensitivity of inflation to Planck-scale physics, which we argue provides both the primary motivation and the central theoretical challenge for the subject. We illustrate these issues through two case studies of inflationary scenarios in string theory: warped D-brane inflation and axion monodromy inflation. Finally, we indicate how future observations can test scenarios of inflation in string theory.Comment: 60 pages, 1 figure. Invited review to appear in Annu. Rev. Nuc. Part. Sc
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