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Construct an ecd class by specifying R and theta. They are converted to alpha and gamma, then passed onto the ecd constructor.
alpha
gamma
ecd.polar( R = NaN, theta = NaN, sigma = 1, beta = 0, mu = 0, cusp = 0, with.stats = TRUE, with.quantile = FALSE, bare.bone = FALSE, verbose = FALSE )
numeric, the radius parameter. Default is NaN.
NaN
numeric, the angle parameter. Default: NaN.
numeric, the scale parameter. Must be positive. Default: 1.
numeric, the skewness parameter. Default: 0.
numeric, the location parameter. Default: 0.
logical, indicate type of cusp (0,1,2).
logical, also calculate statistics, default is TRUE.
TRUE
logical, also calculate quantile data, default is FALSE.
FALSE
logical, skip both const and stats calculation, default is FALSE. This for debug purpose for issues on integrating \(e^y(x)\).
logical, display timing information, for debugging purpose, default is FALSE.
The ecd class
# NOT RUN { d <- ecd.polar(R=1, theta=0.5*pi) # }
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