Simple Bootstrap Method
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		A Simple Bootstrap Method is a bootstrap resampling method that performs uniform resampling with replacement from original samples without stratification or structure preservation.
- AKA: Ordinary Bootstrap, Standard Bootstrap, Vanilla Bootstrap, Basic Bootstrap Method.
 - Context:
- It can typically assume Independent Identical Distribution of sample observations.
 - It can typically generate Bootstrap Samples of same size as original.
 - It can often provide Asymptotically Valid inference for smooth statistics.
 - It can often fail with Dependent Data or heterogeneous populations.
 - It can support Percentile Methods for confidence intervals.
 - It can enable Bias Estimation through bootstrap means.
 - It can facilitate Variance Estimation for complex estimators.
 - It can integrate with Parallel Computing for efficient computation.
 - It can range from being a Small-Sample Bootstrap to being a Large-Sample Bootstrap, depending on its sample size.
 - It can range from being a Single-Stage Bootstrap to being a Double Bootstrap, depending on its nesting level.
 - It can range from being a Parametric Simple Bootstrap to being a Non-Parametric Simple Bootstrap, depending on its distribution assumption.
 - It can range from being a Fixed-B Bootstrap to being a Adaptive-B Bootstrap, depending on its iteration count.
 - ...
 
 - Examples:
- Basic Implementations, such as:
 - Application Areas, such as:
 - Computational Variants, such as:
 - ...
 
 - Counter-Examples:
- Stratified Bootstrap Method, which preserves stratum structure.
 - Block Bootstrap, which handles time dependence.
 - Jackknife Method, which uses systematic deletion.
 
 - See: Bootstrap Resampling Method, Stratified Bootstrap Method, Resampling Method, Statistical Inference, Monte Carlo Method, Sampling Distribution, Confidence Interval.