366 research outputs found

    Conner, Author

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    Anna Conner - wifehttps://stars.library.ucf.edu/cfm-ch-memoranda-1915/1140/thumbnail.jp

    The Colorado Trust’s Healthy Communities Initiative: Results and Lessons for Comprehensive Community Initiatives

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    · This article summarizes how 29 diverse communities throughout Colorado implemented the Colorado Healthy Communities Initiative (CHCI), which was conceived and funded by The Colorado Trust to engage community residents in the development of locally relevant strategies to improve community health. · In line with the World Health Organization’s Healthy Cities model, CHCI emphasized (a) inclusive, representative planning; (b) a broad definition of “health”; (c) consensus decision making; and (d) capacity building among local stakeholder groups. · Communities implemented an array of projects (on average, six per community) that extended well beyond traditional health promotion and disease prevention. The most common action projects focused on community problem solving, civic engagement, and youth development. Many of the grantees established projects or new institutions that had a long-term community impact. · Key success factors for CHCI included (a) a wellspecified planning model, (b) a planning process facilitated by expert consultants, (c) a unifying “healthy community” vision developed at the beginning of the process by diverse stakeholders, (d) a willingness by stakeholders to work collaboratively to define “key performance areas” and then to implement “action projects” to achieve them, and (e) an appropriate level of funding for implementation ($50,000 per site per year). · The outcomes and impacts of CHCI might have been improved by better anticipating the requirements for sustaining the energy and work initiated during the planning process. · At the end of the initiative, CHCI provided the funders with a broader, deeper understanding of the requirements, opportunities, and realities associated with promoting “community health.

    Captain Benjamin Bonneville's Wyoming Expedition the lost 1833 report

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    In 1832, Benjamin Bonneville led the first wagon train across the Continental Divide on the Oregon Trail. Financed by a rival of the Hudson's Bay Company, Bonneville and more than one hundred traders and trappers traveled from Fort Osage on the Missouri River, up to the Platte River and across present-day Wyoming. Washington Irving first gave the U.S. Army officer a brand by chronicling the three-year explorations in the 1837 book The Adventures of Captain Bonneville. Historians have long suspected that the captain, under the guise of commercial fur trading, was preparing for an eventual invasion of Mexico's California territory. Bonneville's 1833 report concerning his first year in the Wind River Range and beyond remained lost for almost a century before resurfacing in the 1920s. Author Jett B. Conner examines the intriguing details revealed in that historic document. --amazon.co

    One-dimensional sets and planar sets are aspherical

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    AbstractWe give a relatively short proof of the theorem that planar sets are aspherical. The first proof of this theorem, by third author Andreas Zastrow, was considerably longer

    A security perspective on code review: The case of Chromium

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    Modern Code Review (MCR) is an established software development process that aims to improve software quality. Although evidence showed that higher levels of review coverage relates to less post-release bugs, it remains unknown the effectiveness of MCR at specifically finding security issues. We present a work we conduct aiming to fill that gap by exploring the MCR process in the Chromium open source project. We manually analyzed large sets of registered (114 cases) and missed (71 cases) security issues by backtracking in the project’s issue, review, and code histories. This enabled us to qualify MCR in Chromium from the security perspective from several angles: Are security issues being discussed frequently? What categories of security issues are often missed or found? What characteristics of code reviews appear relevant to the discovery rate?Within the cases we analyzed, MCR in Chromium addresses security issues at a rate of 1% of reviewers’ comments. Chromium code reviews mostly tend to miss language-specific issues (e.g., C++ issues and buffer overflows) and domain-specific ones (e.g., such as Cross-Site Scripting); when code reviews address issues, mostly they address those that pertain to the latter type. Initial evidence points to reviews conducted by more than 2 reviewers being more successful at finding security issues.Acknowledgments: European Union’s Horizon 2020 research and innovation programme under the Marie Sklodowska-Curie grant agreement No 642954Software Engineerin

    Percy Lisk letter, MSS.1935

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    Abstract: This collection contains a poem by an unknown author sent to Percy Lisk of Conner. The poem is about a doctor and includes a hand drawn image of a doctor.Scope and Content Note: This collection contains a poem by an unknown author sent to Percy Lisk of Conner. The poem is about a doctor and includes a hand drawn image of a doctor.Biographical/Historical Note

    The big fundamental group, big Hawaiian earrings, and the big free groups

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    AbstractIn this second paper in a series of three we generalize the notions of fundamental group and Hawaiian earring. In the first paper we generalized the notion of free group to that of a big free group. In the current article we generalize the notion of fundamental group by defining the big fundamental group of a topological space. We also describe big Hawaiian earrings, which are generalizations of the classical Hawaiian earring. We then prove that the big fundamental group of a big Hawaiian earring is a big free group

    The combinatorial structure of the Hawaiian earring group

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    AbstractIn this paper we study the combinatorial structure of the Hawaiian earring group, by showing that it can be represented as a group of transfinite words on a countably infinite alphabet exactly analogously to the representation of a finite rank free group as finite words on a finite alphabet. We define a big free group similarly as the group of transfinite words on given set, and study their group theoretic structure

    On the fundamental groups of one-dimensional spaces

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    AbstractWe study here a number of questions raised by examining the fundamental groups of complicated one-dimensional spaces. The first half of the paper considers one-dimensional spaces as such. The second half proves related results for general spaces that are needed in the first half but have independent interest. Among the results we prove are the theorem that the fundamental group of a separable, connected, locally path connected, one-dimensional metric space is free if and only if it is countable if and only if the space has a universal cover and the theorem that the fundamental group of a compact, one-dimensional, connected metric space embeds in an inverse limit of finitely generated free groups and is shape injective
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