cHayStonLSA: Computes a critical value for the Hayter-Stone W* asymptotic...

Description Usage Arguments Details Value Author(s) References Examples

View source: R/cHayStonLSA.R

Description

This function computes the critical value for the Hayter-Stone W* asymptotic distriburion at the given alpha level.

Usage

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cHayStonLSA(alpha,k,delta=.001)

Arguments

alpha

A numeric value between 0 and 1.

k

A numeric value indicating the number of the data groups (with assumed equal sizes).

delta

Increment used to create the grid on which the distribution will be approximated.

Details

The Asymptotic distribution requires that all (unspecified) group sizes are equal.

Value

Returns the cutoff (based on the specified grid) with upper tail probability nearest to alpha.

Author(s)

Grant Schneider

References

Hayter, Anthony J., and Wei Liu. "Exact calculations for the one-sided studentized range test for testing against a simple ordered alternative." Computational statistics & data analysis 22.1 (1996): 17-25.

Examples

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##Hollander-Wolfe-Chicken Example 6.7 Motivational Effect of Knowledge of Performance:
cHayStonLSA(.0553,3,delta=0.01)

##Section preceding Example 6.7 (explaining LSA)
cHayStonLSA(.05,6,delta=0.01)

NSM3 documentation built on April 6, 2021, 5:05 p.m.

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