emblem
Location: average, median, total median
Assesses the above location statistics.
2024.Jul.03 18:28:08
Distribution Gaussian or Weibull. •
Sample size Sample size (5, 7, 10). •
Parameters Gaussian μ, σ or Weibull θ, λ. •
lgN, .seed N. of trials (lg), RNG seed. •
Show values ? Shows the coordinates of the graph. •

Simulates samples from one of the distributions, Gaussian or Weibull, in order to assess three statistics as measures of location: average, median, and 'total median'.

For the base data, the total median has the smallest (simulated) variability.

Plots the simulated 'pdf' of the cited statistics.

References: Plate: AveMedTmed

• Wikipedia: Weibull distribution • Weibull.com

• NIST/SEMATECH Eng.ing Statistics Handbook, 8.1.6.2. Weibull (& See "Note:".)

• Google: "total median"

• Figueiredo, F., Ivette Gomes, 2004, "The total median in statistical quality control", Applied Stochastic Models in Business and Industry, Oct., pp 339–353 (and also pdf).

• Schilling, Edward G. and Dean V. Neubauer, 2009, "Acceptance Sampling in Quality Control", Taylor & Francis, Boca Raton, FL (USA).

• 1881-08-01: Toeplitz, Otto (1940-02-15).

 
 
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Created: 2016-08-01 — Last modified: 2016-08-07