dellipse: The semi-ellipse
In AdrianTimpson/ADMUR: Ancient Demographic Modelling Using Radiocarbon
dellipse R Documentation
The semi-ellipse
Description
Probability Density Function of the semi-ellipse
\loadmathjax
Usage
dellipse(x, min, duration)
Arguments
x
Vector of values at which to calculate the pdf.
min, duration
min is the lower limit of the distribution. Therefore min plus duration is the upper limit of the distribution. Must be finite.
Details
The pdf of the semi-ellipse (the top half of an ellipse) is defined as: \mjseqnf(x) = \frac\sqrtr^2 - \Bigl(x - \fracmin + max2 \Bigr)^2\frac12\pi r^2 where \mjseqnr = \fracmax - min2
Value
The pdf at the provided x values.
Examples
x <- seq(1:500)
y <- dellipse(x, min = 100, duration=200)
plot(x,y,type='l')
AdrianTimpson/ADMUR documentation built on July 2, 2024, 8:39 p.m.
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| dellipse | R Documentation |
The semi-ellipse
Description
Probability Density Function of the semi-ellipse \loadmathjax
Usage
dellipse(x, min, duration)Arguments
x |
Vector of values at which to calculate the pdf. |
min, duration |
min is the lower limit of the distribution. Therefore min plus duration is the upper limit of the distribution. Must be finite. |
Details
The pdf of the semi-ellipse (the top half of an ellipse) is defined as: \mjseqnf(x) = \frac\sqrtr^2 - \Bigl(x - \fracmin + max2 \Bigr)^2\frac12\pi r^2 where \mjseqnr = \fracmax - min2
Value
The pdf at the provided x values.
Examples
x <- seq(1:500)
y <- dellipse(x, min = 100, duration=200)
plot(x,y,type='l')
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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