David Epstein [EMAIL PROTECTED] wrote:
Please excuse me for asking such basic questions:
Here is my code
y=c(1.21,0.51,0.14,1.62,-0.8,0.72,-1.71,0.84,0.02,-0.12)
ybar=mean(y)
ll=length(y);
ybarv=rep(ybar,ll)
x=1:ll
plot(x,ybarv,pch=1)
segments(x[1],ybar,x[ll],ybar)
What I get
A. On Sun, 2008-07-20 at 15:40 +0100, David Epstein wrote:
What I don't like about type=b, also suggested by Paul Smith, is
that the segments do not go right up to the little circles---a gap is
left, which I don't like. So far, Uwes' solution is what suits me
best. However, I
DE == David Epstein [EMAIL PROTECTED]
on Sun, 20 Jul 2008 15:40:34 +0100 writes:
DE What I don't like about type=b, also suggested by Paul
DE Smith, is that the segments do not go right up to the
DE little circles---a gap is left, which I don't like.
The gap is a feature; if
]
Message: 14
Date: Sun, 20 Jul 2008 13:44:27 +0100
From: David Epstein [EMAIL PROTECTED]
Subject: [R] drawing segments through points with pch=1
To: r-help@r-project.org
Message-ID: [EMAIL PROTECTED]
Content-Type: text/plain; charset=US-ASCII; delsp=yes; format=flowed
Please
Please excuse me for asking such basic questions:
Here is my code
y=c(1.21,0.51,0.14,1.62,-0.8,0.72,-1.71,0.84,0.02,-0.12)
ybar=mean(y)
ll=length(y);
ybarv=rep(ybar,ll)
x=1:ll
plot(x,ybarv,pch=1)
segments(x[1],ybar,x[ll],ybar)
What I get is a collection of small circles, with a segment on top
On Sun, Jul 20, 2008 at 1:44 PM, David Epstein
[EMAIL PROTECTED] wrote:
Please excuse me for asking such basic questions:
Here is my code
y=c(1.21,0.51,0.14,1.62,-0.8,0.72,-1.71,0.84,0.02,-0.12)
ybar=mean(y)
ll=length(y);
ybarv=rep(ybar,ll)
x=1:ll
plot(x,ybarv,pch=1)
On Sun, 20 Jul 2008, Uwe Ligges wrote:
You probably want to make your code readable, read ?points and go ahead by
making the plot without points (plot(., type=n)), drawing segments and
at the end paint points with white background colour in order to overwrite
the segments:
Except that
What I don't like about type=b, also suggested by Paul Smith, is
that the segments do not go right up to the little circles---a gap is
left, which I don't like. So far, Uwes' solution is what suits me
best. However, I understand Brian's objection, though it doesn't
apply in my case. The
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