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We carried out a meta-analysis of randomized controlled trials of azithromycin compared with other antibiotics in the treatment of lower respiratory tract infections, including acute bronchitis (five comparisons including 1372 patients), acute exacerbations of chronic bronchitis (13 comparisons including 1342 patients) and community-acquired pneumonia (18 comparisons with 1664 patients). For the first two indications, azithromycin did not offer any statistically significant reduction in clinical failures [random effects odds ratios 0.84, 95% confidence interval (CI) 0.54-1.31 and 0.64, 95% CI 0.31-1.32, respectively] and absolute risk differences were small. For community-acquired pneumonia, azithromycin significantly reduced clinical failures by about one-third (random effects odds ratio 0.63, 95% CI 0.41-0.95). The absolute incremental benefit was approximately one clinical failure prevented per 50 treated patients with community-acquired pneumonia. There was no significant heterogeneity for different comparators and for bacterial versus atypical pneumonias. Azithromycin was discontinued because of adverse events in only 23 of 3487 patients (0.7%). Although results should be interpreted cautiously as most trials were open-label and susceptible to bias, the meta-analysis indicates that, compared with antibiotics with traditional pharmacokinetics that require more prolonged courses, azithromycin offers no significant advantage for bronchitis, but may be more effective in community-acquired pneumonia.
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The current system of publication in biomedical research provides a distorted view of the reality of scientific data that are generated in the laboratory and clinic. This system can be studied by applying principles from the field of economics.
A phase-locked loop (PLL) and delay-locked loop (DLL) design with adaptively adjusting bandwidth enables optimal performance over a wide frequency range and across process, voltage, and temperature variations. A design methodology of such adaptive-bandwidth PLLs and DLLs is described. To assess the impact of each circuit parameter directly, we derive a discrete-time, open-loop dynamic model of the PLL/DLL that characterizes the change in output variables in response to the sampled error and we express the adaptive-bandwidth criteria in terms of the open-loop gains, instead of the traditional closed-loop parameters, /spl omega//sub n/ and /spl zeta/. Applying these criteria, we derive scaling equations for the charge-pump current and filter resistance that achieve adaptive bandwidth in charge-pump PLL/DLLs. We show that previously published adaptive-bandwidth PLL/DLLs, a self-biased PLL/DLL and a regulated-supply PLL/DLL, rely on the small-signal conductance tracking the large-signal conductance of the voltage-controlled oscillator/voltage-controlled delay-line and, thus, sustain constant /spl omega//sub n///spl omega//sub ref/ and /spl zeta/ only if the voltage swing is sufficiently higher than the device threshold voltage V/sub TH/. The paper also presents procedures to estimate the open-loop parameters from an open-loop impulse response of the PLL/DLL.
1 Meta-Research Innovation Center at Stanford (METRICS), Stanford University, Stanford, California, United States of America, 2 Department of Medicine, Stanford Prevention Research Center, Stanford, California, United States of America, 3 Department of Health Research and Policy, Stanford University School of Medicine, Stanford, California, United States of America, 4 Department of Statistics, Stanford University School of Humanities and Sciences, Stanford, California, United States of America