getCC | R Documentation |
Obtain a corrected charting constant.
getCC(
FAP0 = 0.1
,interval = c(1, 4)
,n = 50
,order = c(1, 0, 0)
,phiVec = 0.5
,thetaVec = NULL
,case = 'U'
,method = 'Method 3'
,nsimCoefs = 100
,nsimProcess = 1000
,burnIn = 50
,simType = 'Matrix'
,seed = 12345
)
FAP0 |
nominal false Alarm Probabilty in Phase 1 |
interval |
searching range of charting constants for the exact method |
n |
number of observations |
order |
order for ARMA model |
phiVec |
autoregressive coeficient vector |
thetaVec |
moving average coeficient vector |
case |
known or unknown case. When case = 'U', the parameters are estimated. When case = 'K', the parameters are not estimated. |
method |
estimation method for the ARMA model. Default is "CSS-ML". Other options are 'ML' and 'CSS'. |
nsimCoefs |
number of simulation for coeficients. It is functional when double.sim = TRUE. |
nsimProcess |
number of simulation for ARMA processes |
burnIn |
number of burn-ins. When burnIn = 0, the ECM gets involved. When burnIn is large enough, the ACM gets involved. |
simType |
type of simulation. When simType = 'Matrix', the simulation is generated using matrix computation. When simType = 'recursive', the simulation is based on a recursion. |
seed |
random seed |
# get charting constant with AR(1) model with coeficient = 0.5 using known parameters
getCC(FAP0 = 0.1, order = c(1, 0, 0), phiVec = 0.5, thetaVec = NULL,
case = 'K', nsimProcess = 100)
# get charting constant with MA(1) model with coeficient = 0.5 using known parameters
getCC(FAP0 = 0.1, order = c(0, 0, 1), phiVec = NULL, thetaVec = 0.5,
case = 'K', nsimProcess = 100)
# get charting constant with AR(1) model with coeficient = 0.5 using estimates
getCC(FAP0 = 0.1, order = c(1, 0, 0), phiVec = 0.5, thetaVec = NULL,
case = 'U', nsimCoefs = 100, nsimProcess = 100)
# get charting constant with MA(1) model with coeficient = 0.5 using estimates
getCC(FAP0 = 0.1, order = c(0, 0, 1), phiVec = NULL, thetaVec = 0.5,
case = 'U', nsimCoefs = 100, nsimProcess = 100)
# get charting constant with ARMA(1, 1) model with coeficient = 0.5 using estimates
getCC(FAP0 = 0.1, order = c(1, 0, 1), phiVec = 0.5, thetaVec = 0.5,
case = 'U', nsimCoefs = 100, nsimProcess = 100)
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