| Literature DB >> 34374903 |
Shigeru Tanaka1, Toshiaki Nakano2, Kazuhiko Tsuruya3, Takanari Kitazono2.
Abstract
In recent years, large cohort studies of patients with chronic kidney disease (CKD) have been established all over the world. These studies have attempted to analyze the pathogenesis of CKD using a large body of published evidence. The design of cohort studies is characterized by the measurement of the exposure prior to the occurrence of the outcome, which has the advantage of clarifying the temporal relationship between predictors and outcomes and estimating the strength of the causal relationship between predictors and multiple outcomes. Recent advances in biostatistical analysis methods, such as propensity scores and risk prediction models, are facilitating causal inference using higher quality evidence with greater precision in observational studies. In this review, we will discuss clinical epidemiological research of kidney disease based on the analysis of observational cohort data sets, with a focus on our previous studies.Entities:
Keywords: Causal effect; Epidemiology; Observational study
Mesh:
Year: 2021 PMID: 34374903 PMCID: PMC8738501 DOI: 10.1007/s10157-021-02121-9
Source DB: PubMed Journal: Clin Exp Nephrol ISSN: 1342-1751 Impact factor: 2.801
The representative cohort study of patients with chronic kidney disease
| Study | Participants | Renal function, mL/min/1.73 m2 | Number of enrolled patients | Biospecimen available | Geographic region | References [Citation numbers in the manuscript] |
|---|---|---|---|---|---|---|
| Cohort studies of non-dialysis dependent CKD patients | ||||||
| African American Study of Kidney Disease and Hypertension (AASK) | African Americans, ages 18–70, diastolic blood pressure more than 95 mm Hg | GFR 20–65 | 1094 | Buffy coat, serum, urine | United States | Lea et al. [ |
| Kidney Early Evaluation Program (KEEP) | Adults with 18 years old or older, history of diabetes mellitus or hypertension, or a family history of kidney disease, diabetes mellitus, or hypertension | GFR < 60 | 16,129 | – | United States | McCullough et al. [ |
| Chronic Renal Insufficiency Cohort (CRIC) | Racially diverse, ages 21–74 | eGFR 20–70 | 3612 | Blood, urine | United States | Hannan et al. [ |
| Chronic Kidney Disease in Children (CKiD) | Children, ages 1–16 years | eGFR 30–90 | 830 | Blood, urine | United States | Furth et al. [ |
| German Chronic Kidney Disease (GCKD) study | Caucasian, ages 18–74 | eGFR 30–60 or overt proteinuria and eGFR > 60 | Blood, urine | Germany | Eckardt et al. [ | |
| Chronic Kidney Disease Japan Cohort (CKD-JAC) | Japanese and Asians living in Japan, ages 20–75 | eGFR 10–59 | 3084 | Plasma, urine | Japan | Imai et al. [ |
| Gonryo study | Japanese outpatients with CKD | – | 4015 | – | Japan | Yamamoto et al. [ |
| Fukuoka Kidney disease Registry (FKR) study | Japanese CKD patients, ages 18 years and older | eGFR < 60 or eGFR ≥ 60 with any kidney damage | 4476 | Plasma, serum, urine | Japan | Tanaka et al. [ |
| Cohort studies of hemodialysis patients | ||||||
| Dialysis Outcomes and Practice Patterns Study (DOPPS), Japan Dialysis Outcomes and Practice Patterns Study (J-DOPPS) | CKD patients receiving hemodialysis, ages 18 years and older | Hemodialysis | 2169 | – | Global | Goodkin et al. [ |
| Japanese Society for Dialysis Therapy Renal Data Registry (JRDR) | Dialysis patients aged 18 years and older, undergoing any type of renal replacement therapy (nearly all dialysis patients in Japan) | Hemodialysis | 273,097 | – | Japan | Sakaguchi et al. [ |
| Kyushu Prospective Cohort Study in Hemodialysis Patients (Q-Cohort Study) | Outpatients aged 18 years and older, who underwent regular hemodialysis therapy | Hemodialysis | 3598 | – | Japan | Eriguchi et al. [ |
CKD chronic kidney disease; eGFR estimated glomerular filtration rate
Fig. 1Brief summary of study design. Abbreviations: IgAN immunoglobulin A nephropathy; eGFR estimated glomerular filtration rate; ESKD, end-stage kidney disease
Fig. 2Graphical representation of NRI (A) and IDI (B) for disease events. The NRI plot shows the proportion of individuals reclassified to higher or lower risk after the addition of biomarkers to the clinical model. The IDI plot shows the mean predicted probability of disease events according to the prior (Model1) and novel (Mode2) models
Comparative characteristics of causal analysis methods
| Analysis methods | Advantages | Disadvantages |
|---|---|---|
| Conventional covariate adjustment | Provides prognostic model for outcome of interest | Some confounders may not remain unbalanced between groups May not be suitable for studies with small sample sizes and many covariates |
| PS methods (Overall) | No need to set up regression models for covariates and dependent variables A large number of covariates can be reduced to a one-dimensional PS Robustness to model misconfigurations | Unable to control for unknown or unmeasured confounding factors |
| PS-matching | Easily understandable in presenting and interpreting analysis results All variables of interest are well balanced across comparison groups Estimates the average treatment effect for patients who received typical treatment | Selection criteria for matching pairs is arbitrary Data of subjects who are not selected as a pair is wasted Standard errors of causal effect estimates cannot be calculated accurately |
| Analysis of covariance using PS as a covariate | Retains data from all study participants | Assumption of a linear relationship between PS and the dependent variable |
| PS-stratification | Retains data from all study participants Can provide effect estimates for each stratum | When the number of stratums is large, the estimation accuracy is poor, especially for data sets with few outcomes Standard errors of causal effect estimates cannot be calculated accurately |
| IPTW | Retains data from all study participants Creates a pseudo population with perfect covariate balance | Unstable when extreme weights occur |
| Instrumental variable | Causal effects can be accounted for measured as well as unmeasured factors | Difficult to find a strong instrumental variable in addressing many assumptions |
| Randomized control trials | All variables of interest, including measured as well as unmeasured factors, can be perfectly balanced across comparison groups | High barriers in terms of cost, effort, and ethics |
PS propensity score; IPTW inverse probability of treatment weighting
Fig. 3Schematic representation of the Instrumental variable method