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Understanding Clinical Trial Design - Research Advocacy Network

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UNDERSTANDING CLINICAL TRIAL DESIGN: A TUTORIAL FOR RESEARCH ADVOCATES<br />

Scientific Method A method of procedure that has characterized natural<br />

science since the 17th century, consisting of systematic<br />

observation, measurement, and experiment, and the<br />

formulation, testing, and modification of hypotheses.<br />

Secondary Endpoints These are outcomes that are of interest in addition to the<br />

primary endpoints that a clinical trial is designed to<br />

assess. Examples include quality of life (QOL) measures<br />

and treatment side effects.<br />

Sensitivity The conditional probability of a test correctly giving a<br />

positive result, given that the patient does have the disease.<br />

Side Effect A problem that occurs when treatment affects healthy<br />

tissues or organs. Some common side effects of cancer<br />

treatment are fatigue, pain, nausea, vomiting, decreased<br />

blood cell counts, hair loss, and mouth sores. Serious<br />

side effects are often referred to as adverse events.<br />

Specificity The conditional probability of a test correctly giving a<br />

negative result, given that the patient does not have the<br />

disease.<br />

Standard of Care or In medicine, treatment that experts agree is appropriate,<br />

Standard Treatment accepted, and widely used. Health care providers are<br />

obligated to provide patients with the standard of care.<br />

Also called standard therapy or best practice.<br />

Standard Deviation Measure of dispersion calculated from samples and used<br />

to estimate population variances. Computationally, the<br />

standard deviation is equal to the square root of the<br />

variance.<br />

Statistic A statistic is the value of some quantitative characteristic<br />

in a sample taken to be an estimate of the equivalent<br />

population parameter.<br />

Statistics The scientific discipline concerned with the collection,<br />

analysis, interpretation, and presentation of data.<br />

Statistical Analysis Statistical analysis relates observed statistical data to<br />

theoretical models, such as probability distributions or<br />

models used in regression analysis. By estimating<br />

parameters in the proposed model and testing hypotheses<br />

about rival models, one can assess the value of the<br />

information collected and the extent to which the<br />

information can be applied to similar situations.<br />

Statistical prediction is the application of the model<br />

thought to be most appropriate, using the estimated<br />

values of the parameters.

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