Functions for drawing ellipses and ellipse-like confidence
regions
Duncan Murdoch <murdoch@stats.uwo.ca> and E. D. Chow (porting
to R by Jesus M. Frias Celayeta <iosu@bureau.ucc.ie>)
This package contains various routines for drawing
ellipses and ellipse-like confidence regions, implementing the
plots described in Murdoch and Chow (1996), A graphical display
of large correlation matrices, The American Statistician 50,
178-180. There are also routines implementing the profile plots
described in Bates and Watts (1988), Nonlinear Regression
Analysis and its Applications.

Functions for Drawing Ellipses and Ellipse-Like Confidence
Regions
Contains various routines for drawing
ellipses and ellipse-like confidence regions, implementing the plots
described in Murdoch and Chow (1996), A graphical display of large
correlation matrices, The American Statistician 50, 178-180. There are
also routines implementing the profile plots described in Bates and
Watts (1988), Nonlinear Regression Analysis and its Applications.

Duncan Murdoch and E. D. Chow (porting to R by Jesus M. Frias Celayeta)
Contains various routines for drawing
ellipses and ellipse-like confidence regions, implementing the plots
described in Murdoch and Chow (1996, <doi:10.2307/2684435>). There are
also routines implementing the profile plots described in Bates and
Watts (1988, <doi:10.1002/9780470316757>).

In S3 generics, it's useful to take ... so that methods can
have additional argument. But this flexibility comes at a cost: misspelled
arguments will be silently ignored. The ellipsis packages is an experiment
that allows a generic to warn if any arguments passed in ... are not
used.

The ellipsis is a powerful tool for extending functions. Unfortunately
this power comes at a cost: misspelled arguments will be silently ignored.
The ellipsis package provides a collection of functions to catch problems
and alert the user.

A suite of elliptic and related functions including Weierstrass and
Jacobi forms.  Also includes various tools for manipulating and
visualizing complex functions.