1,037 research outputs found

    A proposal for replicating Evanschitzky, Baumgarth, Hubbard, and Armstrong's "Replication research's disturbing trend" (Journal of Business Research, 2007)

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    This paper is about how the author proposes to replicate Evanschitzky, Baumgarth, Hubbard, and Armstrong's "Replication research's disturbing trend" (Journal of Business Research, 2007). This is because estimating the incidence of published replication research and its outcomes must be continued

    Anna and Harlan Hubbard

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    Author and artist Harlan Hubbard was born In Bellevue, Kentucky in 1900. He and Anna Eikenhout married in 1943.Use of this image is restricted to projects related to Destination Indiana. Paul Hassfurter photographer.Destination Indiana Ohio River Types of Boats on the Rive

    Law, sex and the city: Regulating sexual entertainment venues in England and Wales

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    Purpose – This paper aims to explore how municipal law, in its various guises, serves to police the boundaries of acceptable sexual conduct by considering how Sexual Entertainment Venues (SEVs) in British cities are controlled through diverse techniques of licensing and planning control. Design/methodology/approach – The paper describes the emergence of permissive new licensing controls that provide local authorities considerable control over SEVs. Licensing decisions, judicial review cases and planning inspectorate adjudications since the inception of the new powers are examined to explore the logic of judgements preventing SEVs operating in specific localities. Findings – Through analysis of case studies, it is shown that local authorities have almost total discretion to prevent SEVs operating in specific localities, particularly those undergoing, or anticipated to be undergoing, redevelopment and regeneration. Originality/value – This paper offers unique insights on the “scope” of municipal law by highlighting how land uses associated with “sexual minority” interests are regulated in the interests of urban regeneration, redevelopment and restructuring

    Nonperturbative solutions to the Hubbard Model, 1987

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    Nonperturbative solutions to the Hubbard model are found by using the functional derivative method. A system of closed equations is obtained for the Green's functions of the Hubbard model. Exact expressions for the self-energy are derived which involve only first order functional derivatives. A scheme is proposed for systematically calculating self-energy corrections. We apply the solution to finite rings of two and four lattice sites and compare to the results of numerical calculations on these systems

    Special Collections, Primary Resources, and Information Literacy Pedagogy

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    Literature suggests that teaching Information Literacy (IL) as an intellectual framework, rather than a set of computer-based tools, can be challenging for numerous reasons. At the same time, other articles describe the unique value of using hands-on investigations of special collections materials to facilitate the development of critical thinking skills and IL in discipline-specific contexts for upper-level students. This article reports on a collaboration between an IL instructor and a special collections librarian to create a hands-on special collections experience for entry-level IL students. We found that exposing these students to these materials can improve their IL and research skills. We explain our methods for designing and assessing such class sessions, and report on our results with students

    A Grief observed

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    This collection of poetry was donated by its author, Robert M. Hubbard, E.D., 1984. Per the author, it was "written over several years after a son's suicide." The author, Robert M. Hubbard, requested that we archive his work without making it publicly available. He is happy to share it with anyone who contacts him by email at [email protected]. Please write to that email address, and he will email you a copy of the work. If you have any questions, please write to OpenBU at [email protected]. Thank you

    Particle-hole transformations and sum rules for the Hubbard model

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    By applying the partial particle-hole and the particle-hole unitary transformations to the Hubbard model, we establish several new sum rules for the Hubbard model defined on a bipartite lattice. (C) 1997 Elsevier Science B.V.Physics, MultidisciplinarySCI(E)6ARTICLE6383-39022

    Public attitudes toward water use in Oregon: results: frequency distributions

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    professor Brent S. Steel, Masters of Public Policy Program, Erika Allen Wolters, Ph.D. Candidate, Environmental Science, Monica Hubbard, Ph.D. Candidate, Environmental Science.Title from PDF title page (viewed on August 31, 2021)."The following are preliminary results for the 2010 Public Attitudes Toward Water Use in Oregon survey. The survey was sent to a random sample of 1,537 homes within the state of Oregon during the months of May and June of 2010. The purpose of the survey is to assess citizen attitudes and opinions toward water use in Oregon"--Page 1.This archived document is maintained by the State Library of Oregon as part of the Oregon Documents Depository Program. It is for informational purposes and may not be suitable for legal purposes.Mode of access: Internet from the Oregon Government Publications Collection.Text in English

    Rigorous Results Concerning the Holstein-Hubbard Model

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    The Holstein model has widely been accepted as a model comprising electrons interacting with phonons; analysis of this model's ground states was accomplished two decades ago. However, the results were obtained without completely taking repulsive Coulomb interactions into account. Recent progress has made it possible to treat such interactions rigorously; in this paper, we study the Holstein-Hubbard model with repulsive Coulomb interactions. The ground-state properties of the model are investigated; in particular, the ground state of the Hamiltonian is proven to be unique for an even number of electrons on a bipartite connected lattice. In addition, we provide a rigorous upper bound on charge susceptibility

    Application of a non perturbative self-energy solution to the Hubbard model in infinite dimensions, 1993

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    The local density of states is calculated for the Hubbard model in the limit of infinite dimensions. The noninteracting density of states is treated as a parameter and assumed to be of finite bandwidth. The calculation is performed using a nonperturbative self�energy solution. At zero temperature it is found that the density of states may be determined analytically. It is found that the bandwidth broadens due to many�body correlations. The possibility of a Mott metal�insulator transition for the Hubbard model is investigated
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