Pages that link to "Item:Q3652888"
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The following pages link to APPROXIMATION TO THE CUMULATIVE NORMAL DISTRIBUTION USING HYPERBOLIC TANGENT BASED FUNCTIONS (Q3652888):
Displaying 6 items.
- On the approximation of the step function by some sigmoid functions (Q2229004) (← links)
- A sharp Pólya-based approximation to the normal cumulative distribution function (Q2423108) (← links)
- New Sigmoid-like function better than Fisher z transformation (Q2811438) (← links)
- Tail Probability Ratios of Normal and Student’s<i>t</i>Distributions (Q2931575) (← links)
- The computation of standard normal distribution integral in any required precision based on reliability method (Q5078436) (← links)
- Approximating a Cumulative Distribution Function by Generalized Hyperexponential Distributions (Q5488531) (← links)