Problems in Measuring and Interpreting Cognitive Decline
Problems in Measuring and Interpreting Cognitive Decline
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测量和解释认知衰退的问题
DOI:
10.1111/j.1532-5415.1998.tb01547.x
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发表时间:
1998
影响因子:
6.3
通讯作者:
W. Kukull
中科院分区:
文献类型:
--
作者:
W. Kukull
at around ages 20 to 30, declining slowly to about age 60, and possibly declining more rapidly with age after that point. Early estimates of this phenomenon were based primarily on normative, cross-sectional samples. The representativeness of the cross-sections tested at the different ages was often questioned, especially for persons comprising the oldest age groups. This pattern of intellectual decline is generally interpreted as “normal” decline associated with aging rather than decline resulting from a disease or disease process. In addition to some general decline in global intellectual capacity, areas of cognition involved in the definition of dementia (e.g., memory, executive functioning) have generated increasing interest during the last decade. Early recognition of a dementing process through evaluation of cognitive decline could indicate early treatment and, possibly, delay of disability as effective treatments are discovered. I-Iowever, in this issue of thelournu/, the article by O’Hara et al. draws attention to the difficulties in measuring and interpreting cognitive decline.’ Evaluating cognition in older individuals requires tests appropriate to the spectrum of function. If “normal” individuals are tested with an instrument designed to distinguish levels of frank dementia, the “normal” subjects will likely score at the ceiling or near perfect score. Variability will be lost or limited, and discrimination among those scoring at the ceiling will not be possible. Similarly, some tests of intellectual capacity may be inappropriate for distinguishing between individuals who are at different stages of dementia. The demented subjects would likely score at the test floor and preclude additional description or discrimination. Floor and ceiling effects are, therefore, important factors in instrument choice; they must be considered in regard to the distribution of cognitive function in the population under study. An elusive partner of the floor and ceiling for a particular instrument might be called the clinical threshold. Availability of a cutpoint or test score at which subjects are called impaired rather than normal has obvious clinical utility. When thresholds have been defined, they are often influenced by other factors, such as age, education, and ethnicity, in the sample being studied, thus making interpretation complicated. When no clinical threshold for a test or battery is available or accepted, researchers focus their attention on continuous scores and how they change with time. Test scores are considered to be a combination of a true score component and an error component (or noise); measuring an individual on two or more occasions leads to observed scores (true -terror components) regardless of the instrument involved. In the linear situation, slope(s) between points caused by deterioration or improvement would also be estimated. van Belle et 31.’ discuss the problem of assessing the reliability of change scores (difference in observed scores on A” tests, has traditionally been described as reaching a peak successive occasions) in Alzheimer’s disease patients. They note that reliability depends on (1) the variability of the true changes among patients, (2) the residual variability about the true change within a patient and (3) the number and spacing of observations? The ratio of (1) to (2) is characterized as a “signal to noise ratio” for the instrument, whereas ( 3 ) is a study design characteristic established by the investigator. How sure can researchers be that an observed difference in scores is a reproducible difference? Can the reliability of the change be influenced more by how many times the individual is tested or the length of the time period over which the individual is tested? van Belle et al.’s results indicate that instrument choice, better signal to noise ratio, is important; and the longer the length of time over which the patient is tested has a greater impact on reliability than does the number of observations.