Key Metrics
CiteScore 

0.6
H-Index 

3
SJR 

Q4Statistics and Probability

SNIP 

0.25
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Chilean Journal of Statistics Journal Specifications
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SJR
| Overview | |
| Publisher | SOC CHILENA ESTADISTICA-SOCHE |
| Language | English |
| Frequency | Semi-annual |
| General Details | |
| Language | English |
| Frequency | Semi-annual |
| Publication Start Year | 2000 |
| Publisher URL | Visit website |
| Website URL | Visit website |
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Check my PaperRecently Published Papers in Chilean Journal of Statistics
An anchor-based conditional framework for interval-censored survival data using a shifted Weibull regression model with mixed covariates
- 1 Jul 2026
- Chilean Journal Of Statistics
Parametric model for correlated survival data in the presence of competing risks and interval censoring
- 1 Jul 2026
- Chilean Journal Of Statistics
When the Benford law might fail: A corrected first-digit test for power-law distributions
- 1 Jul 2026
- Chilean Journal Of Statistics
Bootstrapping Poisson INARX models with covariates to correct bias
- 1 Jul 2026
- Chilean Journal Of Statistics
A classification method for functional data based on extremality indexes
- 1 Jul 2026
- Chilean Journal Of Statistics
A class of multivariate max-infinitely divisible distributions based on random scaling
- 1 Dec 2025
- Chilean Journal Of Statistics
An anchor-based conditional framework for interval-censored survival data using a shifted Weibull regression model with mixed covariates
- 1 Jul 2026
- Chilean Journal Of Statistics
Parametric model for correlated survival data in the presence of competing risks and interval censoring
- 1 Jul 2026
- Chilean Journal Of Statistics
When the Benford law might fail: A corrected first-digit test for power-law distributions
- 1 Jul 2026
- Chilean Journal Of Statistics
Bootstrapping Poisson INARX models with covariates to correct bias
- 1 Jul 2026
- Chilean Journal Of Statistics
A classification method for functional data based on extremality indexes
- 1 Jul 2026
- Chilean Journal Of Statistics
A class of multivariate max-infinitely divisible distributions based on random scaling
- 1 Dec 2025
- Chilean Journal Of Statistics