On 29/03/2009 9:58 AM, Duncan Murdoch wrote:
On 29/03/2009 9:23 AM, Michael Kubovy wrote:
Thanks so much. I have another question:

why the difference here:

require(circular)
c1 <- circular(pi/2 + .00000, zero = pi/2, rotation = 'clock')
c2 <- circular(pi/2 + .00001, zero = pi/2, rotation = 'clock')
opar <- par(mfrow = c(1, 2))
plot(c1, stack = TRUE, bins = 10000, main = expression(pi/2))
plot(c2, stack = TRUE, bins = 10000, main = expression(pi/2 + .00001))
par(opar)

I don't see any points in the first plot, but the second one looks as I'd expect. Looks like a bug to me. I've cc'd the maintainer.

In the PointsCircularRad function, this code does the counting:

  for (i in 1:bins) {
     bins.count[i] <- sum(x <= i * arc & x > (i - 1) * arc)
}

At this point x has been transformed to a vector of zeros, arc is the

Oops, that describes a test case slightly different than yours. With your data, x is a single zero.

Duncan Murdoch

size of a bin in radians. But the expression above misses exact zeros, since it assumes x is positive. A simple fix is to add a line after saying

bins.count[bins] <- bins.count[bins] + sum(x <= 0)

Duncan Murdoch

On Mar 29, 2009, at 8:09 AM, Duncan Murdoch wrote:

On 29/03/2009 7:39 AM, Michael Kubovy wrote:
require(circular)
c <- circular(rep(0, 20), zero = pi/2, rotation = 'clock')
plot(c, stack = TRUE, shrink = 1.5)
Can anyone tell me why the stack is offset from 0?
It's a histogram, and the bin starts at zero, and runs to pi/10 (I'm guessing, since it appears to choose 20 bins).

You can see the binning effect if you set your data to

c <- circular(runif(20, 0, 2*pi), zero=pi/2, rotation='clock')

Set bins to 10000 and the offset will be undetectable:

plot(c, stack = TRUE, shrink = 1.5, bins=10000)

Duncan Murdoch

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