Statistical Resampling Algorithm
Jump to navigation
Jump to search
A Statistical Resampling Algorithm is a resampling algorithm that uses statistical sampling principles to estimate sampling distributions and statistical parameters.
- AKA: Statistical Resampling Method, Resampling-Based Inference Algorithm.
- Context:
- It can (typically) generate Resampled Datasets through systematic sampling procedures.
- It can (typically) estimate Statistical Uncertainty without parametric assumptions.
- It can (typically) provide Empirical Distributions for complex statistics.
- It can (typically) support Statistical Inference Tasks through computational approaches.
- ...
- It can (often) replace Analytical Derivations with simulation-based estimations.
- It can (often) handle Non-Standard Distributions through empirical methods.
- ...
- It can range from being a Simple Statistical Resampling Algorithm to being a Complex Statistical Resampling Algorithm, depending on its sampling complexity.
- It can range from being a Parametric Statistical Resampling Algorithm to being a Non-Parametric Statistical Resampling Algorithm, depending on its distribution assumptions.
- It can range from being a With-Replacement Statistical Resampling Algorithm to being a Without-Replacement Statistical Resampling Algorithm, depending on its sampling strategy.
- It can range from being a Independent Statistical Resampling Algorithm to being a Dependent Statistical Resampling Algorithm, depending on its data structure handling.
- ...
- Example(s):
- Counter-Example(s):
- Deterministic Sampling Algorithms, which use fixed sampling rules.
- Analytical Statistical Methods, which derive exact formulas.
- Monte Carlo Algorithms, which generate new data rather than resample existing data.
- See: Resampling Algorithm, Sampling Algorithm, Statistical Inference Method, Bootstrap Resampling Algorithm, Jackknife Algorithm, Cross-Validation Algorithm, Permutation Test.