114 research outputs found

    The effect of stay-at-home orders on COVID-19 cases and fatalities in the United States

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    Governments issue "stay-at-home" orders to reduce the spread of contagious diseases, but the magnitude of such orders' effectiveness remains uncertain. In the United States these orders were not coordinated at the national level during the coronavirus disease 2019 (COVID-19) pandemic, which creates an opportunity to use spatial and temporal variation to measure the policies' effect. Here, we combine data on the timing of stay-at-home orders with daily confirmed COVID-19 cases and fatalities at the county level during the first seven weeks of the outbreak in the United States. We estimate the association between stay-at-home orders and alterations in COVID-19 cases and fatalities using a difference-in-differences design that accounts for unmeasured local variation in factors like health systems and demographics and for unmeasured temporal variation in factors like national mitigation actions and access to tests. Compared to counties that did not implement stay-at-home orders, the results show that the orders are associated with a 30.2 percent (11.0 to 45.2) average reduction in weekly incident cases after one week, a 40.0 percent (23.4 to 53.0) reduction after two weeks, and a 48.6 percent (31.1 to 61.7) reduction after three weeks. Stay-at-home orders are also associated with a 59.8 percent (18.3 to 80.2) average reduction in weekly fatalities after three weeks. These results suggest that stay-at-home orders might have reduced confirmed cases by 390,000 (170,000 to 680,000) and fatalities by 41,000 (27,000 to 59,000) within the first three weeks in localities that implemented stay-at-home orders

    Preliminary Findings: Issues in Surface Movement

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    The final report for the grant is presented. The recent goals for this project have been: (1) To identify common surface movement challenges which affect the airlines and Air Traffic Control; (2) To map out possible solutions to these challenges; (3) To start generalizing about the information we are receiving so that major, abstract categories of challenges and potential solutions will begin to emerge. In particular, there are several areas of opportunity which are beginning to emerge from the data, dealing with the need for: (1) Tools to support information exchange regarding priorities (both within an individual airline and between the ATC tower and airlines). Such priorities include both concerns affecting departure throughput as well as the ordering of departures to accommodate other airline considerations; (2) Planning tools to help ATC and airline Ramp staff deal with information about priorities; (3) Implementation of strategies to enable greater flexibility in queueing flights for departures; (4) Tools to provide better coordination and situation awareness during taxiing (within an airline as well as between airlines and between the airlines); (5) Tools to support planning and to deal with the interactions between departures and arrivals. Thus far, the initial interviews and observations at three airlines and two ATC facilities have been completed

    Campus smoking policies and smoking-related Twitter posts originating from California public universities: Retrospective study

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    BACKGROUND: The number of colleges and universities with smoke- or tobacco-free campus policies has been increasing. The effects of campus smoking policies on overall sentiment, particularly among young adult populations, are more difficult to assess owing to the changing tobacco and e-cigarette product landscape and differential attitudes toward policy implementation and enforcement. OBJECTIVE: The goal of the study was to retrospectively assess the campus climate toward tobacco use by comparing tweets from California universities with and those without smoke- or tobacco-free campus policies. METHODS: Geolocated Twitter posts from 2015 were collected using the Twitter public application programming interface in combination with cloud computing services on Amazon Web Services. Posts were filtered for tobacco products and behavior-related keywords. A total of 42,877,339 posts were collected from 2015, with 2837 originating from a University of California or California State University system campus, and 758 of these manually verified as being about smoking. Chi-square tests were conducted to determine if there were significant differences in tweet user sentiments between campuses that were smoke- or tobacco-free (all University of California campuses and California State University, Fullerton) compared to those that were not. A separate content analysis of tweets included in chi-square tests was conducted to identify major themes by campus smoking policy status. RESULTS: The percentage of positive sentiment tweets toward tobacco use was higher on campuses without a smoke- or tobacco-free campus policy than on campuses with a smoke- or tobacco-free campus policy (76.7% vs 66.4%, P=.03). Higher positive sentiment on campuses without a smoke- or tobacco-free campus policy may have been driven by general comments about one’s own smoking behavior and comments about smoking as a general behavior. Positive sentiment tweets originating from campuses without a smoke- or tobacco-free policy had greater variation in tweet type, which may have also contributed to differences in sentiment among universities. CONCLUSIONS: Our study introduces preliminary data suggesting that campus smoke- and tobacco-free policies are associated with a reduction in positive sentiment toward smoking. However, continued expressions and intentions to smoke and reports of one’s own smoking among Twitter users suggest a need for more research to better understand the dynamics between implementation of smoke- and tobacco-free policies and resulting tobacco behavioral sentiment

    Injectivity of sections of convex harmonic mappings and convolution theorems

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    In the article the authors consider the class H0{\mathcal H}_0 of sense-preserving harmonic functions f=h+g‾f=h+\overline{g} defined in the unit disk ∣z∣<1|z|<1 and normalized so that h(0)=0=h′(0)−1h(0)=0=h'(0)-1 and g(0)=0=g′(0)g(0)=0=g'(0), where hh and gg are analytic in the unit disk. In the first part of the article we present two classes PH0(α)\mathcal{P}_H^0(\alpha) and GH0(β)\mathcal{G}_H^0(\beta) of functions from H0{\mathcal H}_0 and show that if f∈PH0(α)f\in \mathcal{P}_H^0(\alpha) and F∈GH0(β)F\in\mathcal{G}_H^0(\beta), then the harmonic convolution is a univalent and close-to-convex harmonic function in the unit disk provided certain conditions for parameters α\alpha and β\beta are satisfied. In the second part we study the harmonic sections (partial sums) sn,n(f)(z)=sn(h)(z)+sn(g)(z)‾, s_{n, n}(f)(z)=s_n(h)(z)+\overline{s_n(g)(z)}, where f=h+g‾∈H0f=h+\overline{g}\in {\mathcal H}_0, sn(h)s_n(h) and sn(g)s_n(g) denote the nn-th partial sums of hh and gg, respectively. We prove, among others, that if f=h+g‾∈H0f=h+\overline{g}\in{\mathcal H}_0 is a univalent harmonic convex mapping, then sn,n(f)s_{n, n}(f) is univalent and close-to-convex in the disk ∣z∣<1/4|z|< 1/4 for n≥2n\geq 2, and sn,n(f)s_{n, n}(f) is also convex in the disk ∣z∣<1/4|z|< 1/4 for n≥2n\geq2 and n≠3n\neq 3. Moreover, we show that the section s3,3(f)s_{3,3}(f) of f∈CH0f\in {\mathcal C}_H^0 is not convex in the disk ∣z∣<1/4|z|<1/4 but is shown to be convex in a smaller disk.Comment: 16 pages, 3 figures; To appear in Czechoslovak Mathematical Journa
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