| Literature DB >> 35619096 |
Michael Vacher1,2,3, Vincent Doré4,5, Tenielle Porter6,7,8, Lidija Milicic6,7, Victor L Villemagne6,9, Pierrick Bourgeat10, Sam C Burnham6,4, Timothy Cox4, Colin L Masters11, Christopher C Rowe5, Jurgen Fripp10, James D Doecke6,10, Simon M Laws6,7,8.
Abstract
BACKGROUND: With a growing number of loci associated with late-onset (sporadic) Alzheimer's disease (AD), the polygenic contribution to AD is now well established. The development of polygenic risk score approaches have shown promising results for identifying individuals at higher risk of developing AD, thereby facilitating the development of preventative and therapeutic strategies. A polygenic hazard score (PHS) has been proposed to quantify age-specific genetic risk for AD. In this study, we assessed the predictive power and transferability of this PHS in an independent cohort, to support its clinical utility.Entities:
Keywords: AD onset; Alzheimer’s disease; Brain atrophy; Polygenic hazard score
Mesh:
Year: 2022 PMID: 35619096 PMCID: PMC9134703 DOI: 10.1186/s12864-022-08617-2
Source DB: PubMed Journal: BMC Genomics ISSN: 1471-2164 Impact factor: 4.547
Population characteristics
| CN ( | MCI ( | AD ( | ||
|---|---|---|---|---|
| Female | 318 (55.5%) | 56.0 (45.2%) | 48.0 (57.8%) | 0.0859 |
| Male | 255 (44.5%) | 68.0 (54.8%) | 35.0 (42.2%) | |
| Mean (SD) | 72.9 (6.12) | 75.6 (7.13) | 75.0 (7.85) | < 0.001 |
| Median [Min, Max] | 72.7 [60.0, 93.6] | 76.3 [56.1, 95.4] | 74.8 [57.8, 93.2] | |
| Absent | 412 (71.9%) | 66.0 (53.2%) | 24.0 (28.9%) | < 0.001 |
| Present | 161 (28.1%) | 58.0 (46.8%) | 59.0 (71.1%) | |
| 0–6 | 1.00 (0.2%) | 1.00 (0.8%) | 2.00 (2.4%) | 0.0148 |
| 7–12 | 41.0 (7.2%) | 17.0 (13.7%) | 11.0 (13.3%) | |
| 9–12 | 213 (37.2%) | 50.0 (40.3%) | 29.0 (34.9%) | |
| 13–15 | 118 (20.6%) | 22.0 (17.7%) | 20.0 (24.1%) | |
| 15+ | 200 (34.9%) | 34.0 (27.4%) | 21.0 (25.3%) | |
| Mean (SD) | 0.0271 (0.763) | 0.415 (0.967) | 0.847 (0.941) | < 0.001 |
| Median [Min, Max] | −0.178 [−1.60, 2.59] | 0.162 [−1.26, 3.12] | 1.01 [−1.06, 2.91] | |
P values determined by Fisher’s test (APOE ε4 and Gender), t-test (age), and Chi square analyses
N number, CN cognitively normal, MCI mild cognitive impairment, AD Alzheimer’s disease, APOE ε4 apolipoprotein ε4 allele
Association between PHS and cross-sectional Aβ deposition
| Population | N [CN/MCI/AD] | Region | beta | SE | CI 95% | FDR-adjusted p |
|---|---|---|---|---|---|---|
| Whole Cohort | 780 [573/124/83] | neocortical | 19.98 | 2.91 | [14.3–25.7] | 1.44E-10 |
| posterior cingulate | 25.54 | 3.61 | [18.4–32.6] | 7.41E-11 | ||
| frontal cortex | 21.19 | 3.15 | [15.0–27.4] | 2.51E-10 | ||
| 278 [161/58/59] | neocortical | 25.28 | 4.00 | [17.4–33.2] | 5.17E-08 | |
| posterior cingulate | 33.06 | 4.94 | [23.3–42.8] | 7.88E-09 | ||
| frontal cortex | 26.63 | 4.38 | [18.0–35.3] | 1.31E-07 | ||
| 502 [412/66/24] | neocortical | 12.61 | 4.43 | [3.90–21.3] | 1.25E-02 | |
| posterior cingulate | 14.28 | 5.53 | [3.42–25.1] | 2.43E-02 | ||
| frontal cortex | 13.62 | 4.77 | [4.24–23.0] | 1.25E-02 |
Fig. 1PHS is associated with local Aβ and cortical atrophy. Beta estimates of (A) the associations of PHS with cross-sectional voxel-wise CL and (B) Longitudinal change in regional cortical volumes in individuals with high (1 SD above mean, ∼ 84 percentile) PHS
Associations between PHS and cognitive decline
| Population | N | Domain | beta | SE | CI 95% | p |
|---|---|---|---|---|---|---|
| CN + MCI | 697 | CDR SoB | 0.004 | 0.014 | [0.023–0.03] | 0.747 |
| Episodic Recall | 0.007 | 0.011 | [−0.014–0.028] | 0.519 | ||
| Executive Function | − 0.023 | 0.014 | [− 0.05–0.003] | 0.086 | ||
| CN | 573 | CDR SoB | 0.023 | 0.017 | [−0.01–0.056] | 0.174 |
| Episodic Recall | 0.001 | 0.013 | [−0.024–0.026] | 0.948 | ||
| Executive Function | −0.018 | 0.015 | [−0.047–0.011] | 0.225 |
Fig. 2Kaplan-Meier plot showing the age of onset, defined as the age at which individual reach an abnormal level of Aβ (CL ≥ 20). The population was stratified by PHS, high (mean + 1 SD) versus low (mean – 1 SD). Shaded areas indicate 95% confidence intervals