5,467 research outputs found

    Dual Enrollment And Its Impact on College Freshman Persistence: A Modification of Tinto\u27s Model of Student Departure

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    The purpose of this study was to investigate the extent to which dual enrollment programs directly or indirectly influenced persistence behavior at a small, public liberal arts university in the Midwest. Dual enrollment in this study broadly refers to high school students who take college courses for college credit. The second purpose was to explore the underlying processes whereby dual enrollments programs serve as a transition bridge for matriculating students. This study employed a longitudinal case study using two survey questionnaires, four focus groups, and institutional data collected by the college. The subjects that participated in the study were first-year freshman. The class survey questionnaires were administered to 172 students (37% of the total freshman class). Five indices were created: dual enrollment, degree aspiration, institutional commitment, social integration, and academic integration. The results of this study add to the emerging literature on dual enrollment programs and how they influence persistence behavior. In the study, there was a weak yet positive association between mother\u27s and father\u27s education and social integration. The study also found a weak yet positive association between the degree of dual enrollments experiences and academic integration. With social integration as a predictor variable, there was a modest contribution to the dependent variable of persistence. Finally, the study found that academic integration provided a weak contribution to the likelihood that a student would persist

    Phonon Density of States and Anharmonicity of UO2

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    Phonon density of states (PDOS) measurements have been performed on polycrystalline UO2 at 295 and 1200 K using time-of-flight inelastic neutron scattering to investigate the impact of anharmonicity on the vibrational spectra and to benchmark ab initio PDOS simulations performed on this strongly correlated Mott-insulator. Time-of-flight PDOS measurements include anharmonic linewidth broadening inherently and the factor of ~ 7 enhancement of the oxygen spectrum relative to the uranium component by the neutron weighting increases sensitivity to the oxygen-dominated optical phonon modes. The first-principles simulations of quasi-harmonic PDOS spectra were neutron-weighted and anharmonicity was introduced in an approximate way by convolution with wavevector-weighted averages over our previously measured phonon linewidths for UO2 that are provided in numerical form. Comparisons between the PDOS measurements and the simulations show reasonable agreement overall, but they also reveal important areas of disagreement for both high and low temperatures. The discrepancies stem largely from an ~ 10 meV compression in the overall bandwidth (energy range) of the oxygen-dominated optical phonons in the simulations. A similar linewidth-convoluted comparison performed with the PDOS spectrum of Dolling et al. obtained by shell-model fitting to their historical phonon dispersion measurements shows excellent agreement with the time-of-flight PDOS measurements reported here. In contrast, we show by comparisons of spectra in linewidth-convoluted form that recent first-principles simulations for UO2 fail to account for the PDOS spectrum determined from the measurements of Dolling et al. These results demonstrate PDOS measurements to be stringent tests for ab initio simulations of phonon physics in UO2 and they indicate further the need for advances in theory to address lattice dynamics of UO2.Comment: Text slightly modified, results unchange

    Epitaxy and Step Structures on Semiconductor Surfaces

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    Contains description on one research project.Joint Services Electronics Program Contract DAAL03-89-C-000

    Epitaxy and Step Structures on Semiconductor Surfaces

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    Contains reports on one research project and a list of publications.Joint Services Electronics Program Contract DAAL03-92-C-000

    Step Structures and Epitaxy on Semiconductor Surfaces

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    Contains description of one research project, reports on two research projects and a list of publications.Joint Services Electronics Program Contract DAAL03-92-C-000

    Constructions and bounds for codes with restricted overlaps

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    Non-overlapping codes have been studied for almost 60 years. In such a code, no proper, non-empty prefix of any codeword is a suffix of any codeword. In this paper, we study codes in which overlaps of certain specified sizes are forbidden. We prove some general bounds and we give several constructions in the case of binary codes. Our techniques also allow us to provide an alternative, elementary proof of a lower bound on non-overlapping codes due to Levenshtein in 1964.Comment: 25 pages. Extra citations, typos corrected and explanations expande

    Epitaxy and Step Structures on Semiconductor Surfaces

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    Contains report on one research project.Joint Services Electronics Program Contract DAAL03-89-C-0001Joint Services Electronics Program Contract DAAL03-92-C-000

    Preliminary evidence of increased striatal dopamine in a nonhuman primate model of maternal immune activation.

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    Women exposed to a variety of viral and bacterial infections during pregnancy have an increased risk of giving birth to a child with autism, schizophrenia or other neurodevelopmental disorders. Preclinical maternal immune activation (MIA) models are powerful translational tools to investigate mechanisms underlying epidemiological links between infection during pregnancy and offspring neurodevelopmental disorders. Our previous studies documenting the emergence of aberrant behavior in rhesus monkey offspring born to MIA-treated dams extends the rodent MIA model into a species more closely related to humans. Here we present novel neuroimaging data from these animals to further explore the translational potential of the nonhuman primate MIA model. Nine male MIA-treated offspring and 4 controls from our original cohort underwent in vivo positron emission tomography (PET) scanning at approximately 3.5-years of age using [18F] fluoro-l-m-tyrosine (FMT) to measure presynaptic dopamine levels in the striatum, which are consistently elevated in individuals with schizophrenia. Analysis of [18F]FMT signal in the striatum of these nonhuman primates showed that MIA animals had significantly higher [18F]FMT index of influx compared to control animals. In spite of the modest sample size, this group difference reflects a large effect size (Cohen's d = 0.998). Nonhuman primates born to MIA-treated dams exhibited increased striatal dopamine in late adolescence-a hallmark molecular biomarker of schizophrenia. These results validate the MIA model in a species more closely related to humans and open up new avenues for understanding the neurodevelopmental biology of schizophrenia and other neurodevelopmental disorders associated with prenatal immune challenge

    Specific "scientific" data structures, and their processing

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    Programming physicists use, as all programmers, arrays, lists, tuples, records, etc., and this requires some change in their thought patterns while converting their formulae into some code, since the "data structures" operated upon, while elaborating some theory and its consequences, are rather: power series and Pad\'e approximants, differential forms and other instances of differential algebras, functionals (for the variational calculus), trajectories (solutions of differential equations), Young diagrams and Feynman graphs, etc. Such data is often used in a [semi-]numerical setting, not necessarily "symbolic", appropriate for the computer algebra packages. Modules adapted to such data may be "just libraries", but often they become specific, embedded sub-languages, typically mapped into object-oriented frameworks, with overloaded mathematical operations. Here we present a functional approach to this philosophy. We show how the usage of Haskell datatypes and - fundamental for our tutorial - the application of lazy evaluation makes it possible to operate upon such data (in particular: the "infinite" sequences) in a natural and comfortable manner.Comment: In Proceedings DSL 2011, arXiv:1109.032
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