The Standard normal quantile zq is the unique real number satisfying P(Z≤zq)=q for Z∼N(0,1) and 0<q<1.
Ancestors (8)
- Standard normal distribution
- Normal distribution
- Probability distribution
- Probability theory
- Probability and statistics
- Area of mathematics
- Mathematics
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Incoming links (23)
- Confidence interval from a relative normal pivot
- Cornish-Fisher expansion
- Exact Gaussian chance constraint
- Inverse error function
- Normal mean confidence interval with known variance
- Normal-mean sample size calculation
- Normal Q-Q plot
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- Q-Q plot
- Small normal sample mean confidence interval
- Standard normal quantile
- Wilson-Hilferty transformation
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