11,198 research outputs found

    Collaborative Instruction for Information Retrieval and Appraisal Skills in Evidence-Based Practice Models for Dental Hygiene Students.

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    Objectives: 1. Collaborate with VCU Dental Hygiene Program faculty to develop and evaluate a model of evidence-based practice (EBP) for students in didactic and clinical settings. 2. Describe how a course was modified to emphasize evidence-based practice. 3. Analyze course evaluations and student scholarly output. Methods/Materials: Dental educators strive to develop graduates who practice evidence-based practice and whose clinical decisions are based on current scientific research. A medical librarian was invited to assist in integrating EBP into the dentistry curriculum in 2012. To gain a better understanding of EBP in dental settings, the librarian and dental hygiene faculty attended the Forsyth ADA Evidence-Based Dentistry training in Boston, Massachusetts that same year. The collaborators revised a course to take students through the mechanics of EBP, including demonstrating transfer into the clinic setting and developing a model of real-time information retrieval useful after graduation in the “real world.” Results: In didactic activities, students received instruction on information retrieval as well as critical appraisal skills to answer clinical questions, reinforcing the EBP model. This culminated in students creating improved literature reviews for capstone projects, posters and table clinic presentations, stronger clinical information retrieval skills, and increased publications in refereed professional journals. Interaction between students, the librarian and faculty resulted in positive outcomes in EBP concepts used for generation of decision making in clinic as well as peer presentations in local, regional and national settings. Conclusions: The collaborative effort was valuable as it strengthened the relationship between dental hygiene faculty, students and the librarian. Additionally, students’ experience was enhanced as they practiced retrieval strategies and critical appraisal of research literature. This enabled them to develop as “consumers” of current professional research literature, model evidence-based practice and publish their writing in professional journals

    Ethical judgment and radical business changes: the role of entrepreneurial perspicacity

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    This study examines the implications of practical reason for entrepreneurial activities. Our study is based on Thomas Aquinas’ interpretation of such virtue, with a particular focus on the partition of practical reason in potential parts such as synesis, or common sense, and gnome, or perspicacity. Since entrepreneurial acts and actions deal with extremely uncertain situations, we argue that only this perspicacity, as the ability of correctly judging in exceptional cases, has the power to find wisdom under such blurred conditions. Perspicacity frees entrepreneurs from their cognitive schemata rendering them able to be truly entrepreneurial. Based on this vision and thanks to a semantic analysis of the meaning of the Greek word gnome, we construct an interpretative model for entrepreneurial judgment composed of three dimensions, specifically, knowledge-cognitive, external-affective and personal-reflective. The model highlights how a ‘successful’ entrepreneurial judgment is also such from a holistic point of view

    On the (2,3)-generation of the finite symplectic groups

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    This paper is a new important step towards the complete classification of the finite simple groups which are (2,3)(2,3)-generated. In fact, we prove that the symplectic groups Sp2n(q)Sp_{2n}(q) are (2,3)(2,3)-generated for all n≄4n\geq 4. Because of the existing literature, this result implies that the groups PSp2n(q)PSp_{2n}(q) are (2,3)(2,3)-generated for all n≄2n\geq 2, with the exception of PSp4(2f)PSp_4(2^f) and PSp4(3f)PSp_4(3^f)

    More on regular subgroups of the affine group

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    This paper is a new contribution to the study of regular subgroups of the affine group AGLn(F)AGL_n(F), for any field FF. In particular we associate to any partition λ≠(1n+1)\lambda\neq (1^{n+1}) of n+1n+1 abelian regular subgroups in such a way that different partitions define non-conjugate subgroups. Moreover, we classify the regular subgroups of certain natural types for n≀4n\leq 4. Our classification is equivalent to the classification of split local algebras of dimension n+1n+1 over FF. Our methods, based on classical results of linear algebra, are computer free

    The simple classical groups of dimension less than 6 which are (2,3)-generated

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    In this paper we determine the classical simple groups of dimension r=3,5 which are (2,3)-generated (the cases r = 2, 4 are known). If r = 3, they are PSL_3(q), q 4, and PSU_3(q^2), q^2 9, 25. If r = 5 they are PSL_5(q), for all q, and PSU_5(q^2), q^2 >= 9. Also, the soluble group PSU_3(4) is not (2,3)-generated. We give explicit (2,3)-generators of the linear preimages, in the special linear groups, of the (2,3)-generated simple groups.Comment: 12 page

    The (2,3)(2,3)-generation of the finite unitary groups

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    In this paper we prove that the unitary groups SUn(q2)SU_n(q^2) are (2,3)(2,3)-generated for any prime power qq and any integer n≄8n\geq 8. By previous results this implies that, if n≄3n\geq 3, the groups SUn(q2)SU_n(q^2) and PSUn(q2)PSU_n(q^2) are (2,3)(2,3)-generated, except when (n,q)∈{(3,2),(3,3),(3,5),(4,2),(4,3),(5,2)}(n,q)\in\{(3,2),(3,3),(3,5),(4,2), (4,3),(5,2)\}.Comment: In this version, we obtained a complete classification of the finite simple unitary groups which are (2,3)-generated; some proofs have been semplifie

    Scott's formula and Hurwitz groups

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    This paper continues previous work, based on systematic use of a formula of L. Scott, to detect Hurwitz groups. It closes the problem of determining the finite simple groups contained in PGLn(F)PGL_n(F) for n≀7n\leq 7 which are Hurwitz, where FF is an algebraically closed field. For the groups G2(q)G_2(q), q≄5q\geq 5, and the Janko groups J1J_1 and J2J_2 it provides explicit (2,3,7)(2,3,7)-generators

    Shot noise in resonant tunneling structures

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    We propose a quantum mechanical approach to noise in resonant tunneling structures, that can be applied in the whole range of transport regimes, from completely coherent to completely incoherent. In both limiting cases, well known results which have appeared in the literature are recovered. Shot noise reduction due to both Pauli exclusion and Coulomb repulsion, and their combined effect, are studied as a function of the rate of incoherent processes in the well (which are taken into account by means of a phenomenological relaxation time), and of temperature. Our approach allows the study of noise in a variety of operating conditions (i.e., equilibrium, sub-peak voltages, second resonance voltages), and as a function of temperature, explaining experimental results and predicting interesting new results.Comment: RevTeX file, 26 pages, 3 Postscript figures, uses epsf.sty. submitted to Phys. Rev.
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