242 research outputs found

    Perceived Stress, Social Support and Survival: North Carolina Farm Operators and the Farm Crisis

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    The current farm crisis draws attention to the sources and consequences of the stress process among farm operators. Using panel data from statewide surveys of North Carolina farm operators collected during a period of economic and ecological crisis, the relationships among perceived stress, social support, and survival in agriculture are investigated. Analyses reveal that while the level of perceived stress has no relationship with survival, social support has a significant impact upon both social psychological (plans to remain in farming) and behavioral (continuing as a farm operator) dimensions of survival in agriculture. Perceived social support increased plans to remain in agriculture and increased the probability of an operator continuing farming. The results point to the importance of social support and have implications for policy intervention and programs

    Try, Try, Try Again: Better Faculty Outreach Through Trial and Error

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    Reaching out to faculty about library resources and services is an ongoing and sometimes mysterious process for vendors and librarians alike—one that, when effective, can contribute a higher ROI and improved collaboration between libraries and publishers. However, it can be a challenge to reach that sweet spot between “effective” and “annoying,” especially in the face of seemingly nonresponsive faculty. A physical and life sciences librarian and former head of collection development and acquisitions from the University of Central Florida (UCF), and a Springer account development specialist, who works closely with academic librarians, weigh in on four different issues about improving outreach and identifying opportunities for outreach and collaboration

    Agrarian and Political Attitudes Among Small-Scale Farmers: A North Carolina Case Study

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    This paper examines the agrarian and political attitudes of a sample of predominantly black, small-scale farmers from three North Carolina counties. Factor analysis identifies agrarian (agrarianism) and political-economic attitudes (socio-political powerlessness and stratification system illegitimacy). Regression analysis identifies the social bases of agrarianism and its relationship to socio-political powerlessness and stratification system illegitimacy. Agrarianism has a differential impact upon the legitimation of economic and political inequalities among this regionally specific segment of small farm strata

    Error Avoiding Quantum Codes and Dynamical Stabilization of Grover's Algorithm

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    An error avoiding quantum code is presented which is capable of stabilizing Grover's quantum search algorithm against a particular class of coherent errors. This error avoiding code consists of states only which are factorizable in the computational basis. Furthermore, its redundancy is smaller than the one which is achievable with a general error correcting quantum code saturating the quantum Hamming bound. The fact that this code consists of factorizable states only may offer advantages for the implementation of quantum gates in the error free subspace

    Pharmacokinetics of intravenous sildenafil in children with palliated single ventricle heart defects: effect of elevated hepatic pressures

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    Abstract Aims Sildenafil is frequently prescribed to children with single ventricle heart defects. These children have unique hepatic physiology with elevated hepatic pressures, which may alter drug pharmacokinetics. We sought to determine the impact of hepatic pressure on sildenafil pharmacokinetics in children with single ventricle heart defects. Methods A population pharmacokinetic model was developed using data from 20 single ventricle children receiving single-dose intravenous sildenafil during cardiac catheterisation. Non-linear mixed effect modelling was used for model development, and covariate effects were evaluated based on estimated precision and clinical significance. Results The analysis included a median (range) of 4 (2–5) pharmacokinetic samples per child. The final structural model was a two-compartment model for sildenafil with a one-compartment model for des-methyl-sildenafil (active metabolite), with assumed 100% sildenafil to des-methyl-sildenafil conversion. Sildenafil clearance was unaffected by hepatic pressure (clearance=0.62 L/hour/kg); however, clearance of des-methyl-sildenafil (1.94×(hepatic pressure/9) −1.33 L/hour/kg) was predicted to decrease ~7-fold as hepatic pressure increased from 4 to 18 mmHg. Predicted drug exposure was increased by ~1.5-fold in subjects with hepatic pressures â©Ÿ10 versus <10 mmHg (median area under the curve=533 versus 792 ”g*h/L). Discussion Elevated hepatic pressure delays clearance of the sildenafil metabolite – des-methyl-sildenafil – and increases drug exposure. We speculate that this results from impaired biliary clearance. Hepatic pressure should be considered when prescribing sildenafil to children. These data demonstrate the importance of pharmacokinetic assessments in patients with unique cardiovascular physiology that may affect drug metabolism

    Quantum mechanics in multiply connected spaces

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    This paper analyses quantum mechanics in multiply connected spaces. It is shown that the multiple connectedness of the configuration space of a physical system can determine the quantum nature of physical observables, such as the angular momentum. In particular, quantum mechanics in compactified Kaluza-Klein spaces is examined. These compactified spaces give rise to an additional angular momentum which can adopt half-integer values and, therefore, may be identified with the intrinsic spin of a quantum particle.Comment: Latex 15 page

    Soliton quantization and internal symmetry

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    We apply the method of collective coordinate quantization to a model of solitons in two spacetime dimensions with a global U(1)U(1) symmetry. In particular we consider the dynamics of the charged states associated with rotational excitations of the soliton in the internal space and their interactions with the quanta of the background field (mesons). By solving a system of coupled saddle-point equations we effectively sum all tree-graphs contributing to the one-point Green's function of the meson field in the background of a rotating soliton. We find that the resulting one-point function evaluated between soliton states of definite U(1)U(1) charge exhibits a pole on the meson mass shell and we extract the corresponding S-matrix element for the decay of an excited state via the emission of a single meson using the standard LSZ reduction formula. This S-matrix element has a natural interpretation in terms of an effective Lagrangian for the charged soliton states with an explicit Yukawa coupling to the meson field. We calculate the leading-order semi-classical decay width of the excited soliton states discuss the consequences of these results for the hadronic decay of the Δ\Delta resonance in the Skyrme model.Comment: 23 pages, LA-UR-93-299

    Skyrmion Quantization and the Decay of the Delta

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    We present the complete solution to the so-called ``Yukawa problem'' of the Skyrme model. This refers to the perceived difficulty of reproducing---purely from soliton physics---the usual pseudovector pion-nucleon coupling, echoed by pion coupling to the higher spin/isospin baryons (I=J=3/2,5/2,⋯ ,Nc/2)(I=J=3/2 , 5/2 , \cdots , N_c/2 ) in a manner fixed by large-NcN_c group theory. The solution involves surprisingly elegant interplay between the classical and quantum properties of a new configuration, the ``new improved skyrmion''. This is the near-hedgehog obtained by minimizing the usual skyrmion mass functional augmented by an all-important isorotational kinetic term. The numerics are pleasing: a Δ\Delta decay width within a few MeV of its measured value, and furthermore, the higher-spin baryons (I=J≄5/2)(I=J \ge 5/2 ) with widths so large (Γ>800MeV\Gamma > 800 MeV) that these undesirable large-NcN_c artifacts effectively drop out of the spectrum, and pose no phenomenological problem. Beyond these specific results, we ground the Skyrme model in the Feynman Path Integral, and set up a transparent collective coordinate formalism that makes maximal use of the 1/Nc1/N_c expansion. This approach elucidates the connection between skyrmions on the one hand, and Feynman diagrams in an effective field theory on the other.Comment: This TeX file inputs the macropackage harvmac.tex . Choose the ``b'' (big) option or equations will overrun

    Pion-Nucleon Scattering in a Large-N Sigma Model

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    We review the large-N_c approach to meson-baryon scattering, including recent interesting developments. We then study pion-nucleon scattering in a particular variant of the linear sigma-model, in which the couplings of the sigma and pi mesons to the nucleon are echoed by couplings to the entire tower of I=J baryons (including the Delta) as dictated by large-N_c group theory. We sum the complete set of multi-loop meson-exchange \pi N --> \pi N and \pi N --> \sigma N Feynman diagrams, to leading order in 1/N_c. The key idea, reviewed in detail, is that large-N_c allows the approximation of LOOP graphs by TREE graphs, so long as the loops contain at least one baryon leg; trees, in turn, can be summed by solving classical equations of motion. We exhibit the resulting partial-wave S-matrix and the rich nucleon and Delta resonance spectrum of this simple model, comparing not only to experiment but also to pion-nucleon scattering in the Skyrme model. The moral is that much of the detailed structure of the meson-baryon S-matrix which hitherto has been uncovered only with skyrmion methods, can also be described by models with explicit baryon fields, thanks to the 1/N_c expansion.Comment: This LaTeX file inputs the ReVTeX macropackage; figures accompany i
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