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Standardized effect size

The standard deviation for change in SBP can be harder to determine. One way is to examine previously published data on similar outcomes (maybe other drugs in the same class). If few data are available from this source, consulting with experts in this research domain may be helpful. Another possibility is to conduct a small pilot study. In the later phases of a clinical development program, data from earlier studies may be informative. This often means that for confirmatory clinical drug trials there will be results from earlier trials, so information is readily available. From these two items, the standardized effect size can be calculated as the ratio CRD/SD. [Pg.132]

The larger the standardized effect size, the smaller the value of N that will be given. [Pg.133]

Finally, once validity and reliability evidence supported score interpretation, students attitude scores from KU were compared with scores from WU and SE students, using a standard effect size method (Cohen, 1988). Cohen s d effect size can be used to quantify the difference in the attitude score. Values for Cohen s d of 0.2-0.3 are generally considered a small effect, of around 0.5 a medium effect, and of 0.8 or above a large effect. A medium effect size reflects a difference that would be noticeable to a careful observer. [Pg.185]

They suggested the effect parameter the Critical Effect Dose (CED, a benchmark dose. Section 4.2.5) derived from the dose-response data by regression analysis. This CED was defined as the dose at which the average animal shows the Critical Effect Size (CES) for a particular toxicological endpoint, below which there is no reason for concern. The distribution of the CED can probabilistically be combined with probabilistic distributions of assessment factors for deriving standards... [Pg.290]

The parallel-group, double-blind, placebo-controlled study design represents the golden standard of acute treatment trials of depression, mania and anxiety disorders. This design is intended to limit bias, in particular selection and measurement bias. Trials based on this design are expected to provide information about the effect size of a new compound and its side-effect profile. [Pg.166]

When possible, meta-analyses were computed to summarize the overall effects from controlled clinical trials. These summarized data are used to compute an effect size and to calculate the probability that a given drug is different from placebo and equivalent to or more effective than standard drug treatments. The goal is to estimate the extent of clinical improvement with a specific treatment as an aid to therapeutic decision-making. In one sense, a meta-analysis can be seen as a quantitative literature review using a more explicit and structured approach. Thus, it can complement a narrative review and often accompanies a literature summary (6). [Pg.25]

The effect size of a continuous variable is frequently expressed as the difference between the mean of the experimental minus the mean of the control group divided by the pooled standard deviation. For example, in Chapter 5, data from the National Institute of Mental Health collaborative study demonstrated that antipsychotic-treated patients averaged a 4.2-point increase on a 6-point improvement scale, whereas the placebo patients averaged only a 2.2-point increase (i.e., an average difference of 2 points). The standard deviation of these data was approximately 1.7, so in effect size units, the improvement was approximately 1.2 (i.e., 2.0 1.7) SD units. For discontinuous data, the effect size for a drug-placebo comparison is usually expressed as the difference between the percent improvement with the experimental drug and the percent improvement with placebo. [Pg.26]

A meta-analysis for continuous data cannot be calculated unless the pertinent standard deviations are known. Unfortunately, clinical reports often give the sample size and mean ratings for the various groups but do not report the standard deviations (or standard error of the mean), which are necessary for effect size calculations. Thus, investigators should always report the indices of variability (e.g., confidence intervals, SDs) for the critical variables related to their primary hypothesis. [Pg.27]

Using meta-analytic techniques based on the means and the standard errors presented graphically in the poster, we estimated pooled data of the four effective dosages of quetiapine both for the BPRS and the CGI severity of illness change scores from baseline to endpoint. Quetiapine produced an improvement of 0.43 effect-size units in comparison with placebo, a difference that was highly statistically significant and about the same improvement as haloperidol. Thus, based on the BPRS or PANSS, quetiapine was similar to neuroleptics in efficacy (i.e., differences were nonsignificant). Based on our meta-analysis, quetiapine is clearly superior to... [Pg.61]

Also of interest was the comparison of clomipramine with other standard non-SRI antidepressants. When clomipramine was considered in the meta-analysis, the effect sizes were essentially unchanged (i.e., 0.79 and 0.70 Z scores = 7.6 and 7.2 probabilities of 10 and 10 ). These results were highly homogeneous, with the effect sizes consistent over all studies (Table 13-12). [Pg.264]

This must now be corrected for the effects of friction. It is useful to have an approximate idea of the relief diameter in order to carry out the correction. Using the uncorrected value of G, A=W/G = 329.3/32704 = 0.010 m2. The equivalent diameter is 0.113 m. The next largest standard pipe size will be 0.15 m diameter (6 inches). [Pg.63]

Fig. 3.15 Effect of operating schedule on service life of a standard D-size Leclanche cell discharged through a 51) load... Fig. 3.15 Effect of operating schedule on service life of a standard D-size Leclanche cell discharged through a 51) load...
When an SRV is sized for viscous liquid service, it is suggested that it would be sized first as for a non-viscous type application in order to obtain a preliminary required effective discharge area (A). From the manufacturer s standard effective orifice sizes, select the next larger orifice size and calculate the Reynolds number, Re, per the following formula ... [Pg.302]

It s best to order these tips online, where you can see samples of the piping styles. I like clean, plain-edged tips and small-toothed large tips for swirly effects. Be sure to get a matching large coupler and bag, which are different than the standard coupler sizes typically sold for piping cakes. [Pg.234]

The gel-filtration behavior really depends on the effective size, not mass. Therefore, if the protein differs from the standards in density, an incorrect estimate of molecular weight will result. [Pg.84]

Since the calibration of a GPC is dependent upon the effective size in solution of the sample molecules, the type (structure) of molecules used for the calibration is important. The ideal case is to calibrate with a standard sample(s) of the material of interest. However, this is not always possible. In those instances, arbitrary standards are chosen. The arbitrary standards are used to construct a size calibration where the molecular size is calculated from the standard. For polymer analysis, these standards are often polystyrene of narrow molecular weight distribution. These standards may be purchased from a variety of suppliers. [Pg.359]

Breadth of Phase Transition. The abruptness or width of the coexistence region of the order-disorder transition has also been estimated theoretically. For a monodisperse solution of a relatively high molecular weight polymer, an intrinsic coexistence region, ATc, exists because of standard flnite-size fluctuation effects. Numerical calculations yield the result (22)... [Pg.386]

It is not possible to assess the effect of the substrate surface independently however, the powder can be characterized with respect to effective size by means of a simple sieve analysis that can be used to get a cumulative size distribution. If the total fraction that passes each size sieve is plotted against the sieve opening on normal probability paper, the mean weight-diameter from the 50% point is obtained and the standard deviation from the sizes corresponding to the 13% and/or 83% diameter. The effective (surface mean) particle diameter can then be calculated by means of the equation given by Orr and Dallavalle [66] ... [Pg.101]

It is standard to aim for 90% power to detect a given effect size withP< 0.05... [Pg.159]


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See also in sourсe #XX -- [ Pg.107 ]




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Standard Sizes

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