Description Usage Arguments Details Value Examples
Plots a histogram and returns a matrix comparing the actual and expected number of customers who made a certain number of repeat transactions in the calibration period, binned according to calibration period frequencies.
1 2 3 4 5 6 7 8 9 10 | pnbd.PlotFrequencyInCalibration(
params,
cal.cbs,
censor,
hardie = TRUE,
plotZero = TRUE,
xlab = "Calibration period transactions",
ylab = "Customers",
title = "Frequency of Repeat Transactions"
)
|
params |
Pareto/NBD parameters - a vector with r, alpha, s, and beta, in that order. r and alpha are unobserved parameters for the NBD transaction process. s and beta are unobserved parameters for the Pareto (exponential gamma) dropout process. |
cal.cbs |
calibration period CBS (customer by sufficient statistic). It must contain columns for frequency ("x") and total time observed ("T.cal"). |
censor |
integer used to censor the data. See details. |
hardie |
if TRUE, have |
plotZero |
if FALSE, the histogram will exclude the zero bin. |
xlab |
descriptive label for the x axis. |
ylab |
descriptive label for the y axis. |
title |
title placed on the top-center of the plot. |
This function requires a censor number, which cannot be higher than the highest frequency in the calibration period CBS. The output matrix will have (censor + 1) bins, starting at frequencies of 0 transactions and ending at a bin representing calibration period frequencies at or greater than the censor number. The plot may or may not include a bin for zero frequencies, depending on the plotZero parameter.
Calibration period repeat transaction frequency comparison matrix (actual vs. expected).
1 2 3 4 5 6 7 8 9 10 11 12 13 | data(cdnowSummary)
cal.cbs <- cdnowSummary$cbs
# cal.cbs already has column names required by method
# parameters estimated using pnbd.EstimateParameters
est.params <- cdnowSummary$est.params
# the maximum censor number that can be used
max(cal.cbs[,"x"])
pnbd.PlotFrequencyInCalibration(params = est.params,
cal.cbs = cal.cbs,
censor = 7,
hardie = TRUE)
|
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