| Literature DB >> 27827960 |
Andreas Ihle1,2, Daniela S Jopp3, Michel Oris4, Delphine Fagot5, Matthias Kliegel6,7.
Abstract
Health research suggests that findings on young-old adults cannot be generalized to old-old adults and thus that old-old age seems not a simple continuation of young-old age due to qualitative changes that result in a discontinuity in old age. Specifically, it would be of conceptual and methodological importance to inform research regarding estimates around which chronological age the beginning of old-old age could be placed at a population level, and whether this is universal or domain-specific. To derive such criteria, we investigated potential discontinuity of age relations between young-old and old-old age in a large population-based sample considering measures in different domains (processing speed, verbal abilities, general health status, activity participation, and life satisfaction). For processing speed, verbal abilities, general health status, and life satisfaction we observed some very small indication that there might be a discontinuity of age relations at the end of individuals' eighties, and for activity participation already at the beginning of individuals' eighties. In conclusion, models conceptualizing aging as a gradual development might not suffice to adequately represent the differences between the stages of young-old and old-old age due to some very small indication that there might be discontinuity in late adulthood.Entities:
Keywords: activity participation; cognition; health; life satisfaction; young-old adults versus old-old adults
Mesh:
Year: 2016 PMID: 27827960 PMCID: PMC5129302 DOI: 10.3390/ijerph13111092
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Descriptive sample characteristics in terms of proportions regarding canton, sex, and age groups.
| Stratification Variables | Overall | |
|---|---|---|
| 65–69: 573 (18.6%) | 70–74: 609 (19.8%) | |
| 75–79: 567 (18.4%) | 80–84: 495 (16.1%) | |
| 85–89: 463 (15.0%) | 90+: 373 (12.1%) | |
| Women: 1485 (48.2%) | Men: 1595 (51.8%) | |
| Basel: 636 (20.6%) | Bern: 684 (22.2%) | |
| Geneva: 578 (18.8%) | Ticino: 606 (19.7%) | |
| Valais: 576 (18.7%) | ||
The proportions regarding age groups are only for descriptive purposes regarding stratification criteria. In all analyses with chronological age as predictor, it was treated as a continuous variable.
Means and standard deviations of analyzed measures.
| Variable | ||
|---|---|---|
| Processing speed (seconds) | 66.20 | 30.61 |
| Verbal abilities (percent correct) | 59.4 | 25.7 |
| General health status (rating 0 to 100) | 75.24 | 20.13 |
| Activities (number) | 8.15 | 3.50 |
| Life satisfaction (rating −3 to +3) | 1.37 | 1.07 |
Means and standard deviations of scores in cognitive abilities, general health status, activities, and life satisfaction.
Age relations in different domains applying a gradual versus applying a stage model.
| Variable | Gradual Model | Stage Model | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Age Break | Δ | ||||||||
| Processing speed | 2.35 ns | −0.02 * | 0.14 *** | 90 | −3.13 *** | 22.83 *** | 1.76 * | 0.14 *** | < 0.001 ns |
| Verbal abilities | −0.15 ns | −0.003 ns | 0.03 *** | 87 | 0.38 ns | 9.99 *** | −0.88 * | 0.03 *** | 0.003 ** (8.1%) |
| General health status | −1.22 ns | 0.005 ns | 0.03 *** | 87 | 0.02 ns | 6.07 *** | −0.53 * | 0.03 *** | 0.001 * (4.0%) |
| Activities | 0.36 ** | −0.004 *** | 0.29 *** | 80 | −0.27 *** | 3.29 *** | 0.12 *** | 0.29 *** | 0.001 * (0.4%) |
| Life satisfaction | −0.06 ns | 0.0004 ns | 0.0006 ns | 90 | −0.05 * | −0.11 ns | 0.05 ns | 0.003 ns | 0.002 * (312.2%) |
Age relations in cognitive abilities, general health status, activities, and life satisfaction. Left panel: Regression findings applying a gradual model, with scores in the respective variable regressed on chronological age (testing for linear and quadratic age terms). b = regression coefficient of the linear age term. b = regression coefficient of the quadratic age term. R = multiple R, resulting total variance that is accounted for by the linear and the quadratic age term. Right panel: Regression findings applying a stage model, with scores in the respective variable regressed on chronological age (testing for a linear age term) plus an age group factor (young-old versus old-old) plus an interaction term of the linear age term and the age group factor. Age break = the age separating young-old from old-old age. b = regression coefficient of the linear age term. b = regression coefficient of the age group factor. b = regression coefficient of the interaction term. R = multiple R, resulting total variance that is accounted for by the linear age term, the age group factor, and the interaction term. ΔR represents the amount of increase in explained variance in the stage model compared to the gradual model (in parentheses, the percentage regarding the increase relative to the initial amount of explained variance by the gradual model is given). Higher values represented better performance across all variables. *** p < 0.001; ** p < 0.01; * p < 0.05; ns non-significant, p > 0.05; two-tailed.
Figure 1Age relations in processing speed. Scores in processing speed plotted against chronological age, with different models of age relations: gradual model (blue dashed line) and stage model (young-old adults: green solid line, versus old-old adults: red solid line). Note that to achieve that higher values represented better performance across all variables, the distribution of latency scores was reversed. Individuals with negative values were slower than the mean.
Figure 2Age relations in verbal abilities. Scores in verbal abilities plotted against chronological age, with different models of age relations: gradual model (blue dashed line) and stage model (young-old adults: green solid line, versus old-old adults: red solid line).
Figure 3Age relations in general health status. Scores in general health status plotted against chronological age, with different models of age relations: gradual model (blue dashed line) and stage model (young-old adults: green solid line, versus old-old adults: red solid line).
Figure 4Age relations in activity participation. Number of activities plotted against chronological age, with different models of age relations: gradual model (blue dashed line) and stage model (young-old adults: green solid line versus old-old adults: red solid line).
Figure 5Age relations in life satisfaction. Scores in life satisfaction plotted against chronological age, with different models of age relations: gradual model (blue dashed line) and stage model (young-old adults: green solid line versus old-old adults: red solid line).