qm_tpexp: Quartile method estimation of the two-parameter exponential...

In twopexp: The Two Parameter Exponential Distribution

Quartile method estimation of the two-parameter exponential distribution

Description

To estimate the location (or shift) and scale parameters for the two-parameter exponential distribution based on quartile method. See detail in source

Usage

qm_tpexp(x, methods = c("Q13"))

Arguments

x	vector of quantile (or a data set).
methods	there are two quartile methods as follows; "Q13" stand for the first and the third quartile method (default), and "Q12" stand for the first and the second quartile (median) method.

Value

the estimate three values for the two-parameter exponential dist. as follows: qmtheta.hat gives the estimate location parameter, qmbeta.hat gives the estimate scale parameter, and qmlamda.hat gives the estimate the rate.

Source

Elgmati, E., Gregni, N. (2016). Quartile Method Estimation of Two-Parameter Exponential Distribution Data with Outliers. International Journal of Statistics and Probability, 5(5), 12-15. \Sexpr[results=rd]{tools:::Rd_expr_doi("http://dx.doi.org/10.5539/ijsp.v5n5p12")}

Examples

x1 <- c(25,43,53,65,76,86,95,115,132,150) # test a data set
qm_tpexp(x1,"Q13")  # or qm_tpexp(x1)
qm_tpexp(x1,"Q12")

twopexp documentation built on July 9, 2023, 7:41 p.m.