| Literature DB >> 31164863 |
Tal Kozlovski1, Alexis Mitelpunkt1,2,3, Avner Thaler2,4,5, Tanya Gurevich2,4,5, Avi Orr-Urtreger2,6, Mali Gana-Weisz6, Netta Shachar1, Tal Galili1, Mira Marcus-Kalish1, Susan Bressman7, Karen Marder8, Nir Giladi2,4,5, Yoav Benjamini1,5,9, Anat Mirelman2,4,5,10.
Abstract
Mutations in the LRRK2 and GBA genes are the most common inherited causes of Parkinson's disease (PD). Studies exploring phenotypic differences based on genetic status used hypothesis-driven data-gathering and statistical-analyses focusing on specific symptoms, which may influence the validity of the results. We aimed to explore phenotypic expression in idiopathic PD (iPD) patients, G2019S-LRRK2-PD, and GBA-PD using a data-driven approach, allowing screening of large numbers of features while controlling selection bias. Data was collected from 1525 Ashkenazi Jews diagnosed with PD from the Tel-Aviv Medical center; 161 G2019S-LRRK2-PD, 222 GBA-PD, and 1142 iPD (no G2019S-LRRK2 or any of the 7 AJ GBA mutations tested). Data included 771 measures: demographics, cognitive, physical and neurological functions, performance-based measures, and non-motor symptoms. The association of the genotypes with each of the measures was tested while accounting for age at motor symptoms onset, gender, and disease duration; p-values were reported and corrected in a hierarchical approach for an average over the selected measures false discovery rate control, resulting in 32 measures. GBA-PD presented with more severe symptoms expression while LRRK2-PD had more benign symptoms compared to iPD. GBA-PD presented greater cognitive and autonomic involvement, more frequent hyposmia and REM sleep behavior symptoms while these were less frequent among LRRK2-PD compared to iPD. Using a data-driven analytical approach strengthens earlier studies and extends them to portray a possible unique disease phenotype based on genotype among AJ PD. Such findings could help direct a more personalized therapeutic approach.Entities:
Keywords: G2019S-LRRK2; GBA; Parkinson's disease; hierarchical testing; selective inference
Year: 2019 PMID: 31164863 PMCID: PMC6536639 DOI: 10.3389/fneur.2019.00531
Source DB: PubMed Journal: Front Neurol ISSN: 1664-2295 Impact factor: 4.003
Characteristics of study participants.
| Number | 222 | 161 | 1,142 | 1,525 |
| Age at onset, years ( | 58.3 (11.08) | 58.1 (10.97) | 60.9 (11.39) | 1,525 |
| Age at enrollment, years ( | 65.5 (10.5) | 66.5 (10.11) | 67.6 (10.52) | 1,525 |
| Male | 129 (58.11) | 82 (50.93) | 734 (64.27) | 1,525 |
| Male/Female ratio | 1.39 | 1.04 | 1.8 | |
| 1st degree relative with PD | 44 (19.82%) | 51 (31.67%) | 192 (16.81%) | 1,489 |
| Total with any family history of PD | 81 (36.48%) | 80 (49.69%) | 306 (26.79%) | 1,496 |
| mean ( | 26.6 (5.23) | 26.1 (3.77) | 26.6 (5.38) | 462 |
Figure 1Research workflow. Data gathering, cleansing, screening, hypotheses testing and number of findings. The boxes on the left side of the figure indicate the number of variables (families of hypotheses) in each part of the analysis. On the right side are the total number of genotype associations considered for each of the family hypotheses (individual hypotheses). The solid black connecting line represents the actual workflow of anlaysis while the dashed connecting line describes additional information on the data. The number of final family variables in the analysis was 32 for which 72 hypotheses were examined resulting in 29 significant hypotheses.
Figure 2Statistical analysis algorithm. Measure screening and hypotheses testing algorithm.
Figure 3Results standardized effect sizes. Standardized effect sizes divided by domains and phenotypes of the two genotypes coefficients. The calculation of the standardized effect sizes varies across the different linear models as follows:
• Linear regression models:
• Logistic regression model (multinomial and binomial models): log(OR)
• Ordered logistic regression models: log(Cumulative OR)
The effect sizes are colored by genotype, and their shape and size present the minimal significance level they pass (0.05, 0.1 or none of them).