In the sm package, the Description for sm.sphere promises "The angle of
view may be altered.", and the Value writeup says "... a list containing
the value of the smoothing parameter and the rotation angles of the
displayed plot." Yet, if I invoke this in combinations of TRUE, FALSE
settings for "h
This is less an R question and more a request to the community for
literature references and the like.
I'm interested in the following inferential question. What's the max
likelihood estimate for a path of travel of a point across a plane
having stable, smooth densities of two separate variables
Just to followup for others, don't need help any longer. I've mastered
PBSmapping's PolySet, I believe, that that's solved a number of these
problems, including the business about having to write out and back in.
Same usage manipulates world maps to create appropriate duplicates.
PolySet is docume
I'm implementing STRIPACK, the Delaunay triangulator/Voronoi tessellator
for spheres, working from FORTRAN 77 code available via the ACM Digital
Library. I'm also interested in displaying my data, and I have
"operationally toured" a bunch of what's available for R, including
rgdal, sp, TeachingDem
From: Mulholland, Tom [mailto:[EMAIL PROTECTED]
Sent: Monday, December 17, 2007 8:04 PM
To: Galkowski, Jan
Subject: RE: [R-sig-Geo] adding new maps to map, mapdata,
mapproj;archive of R-sig-geo
I have been playing with the iplots package and it uses the map class.
So I wrote something to test the
Hi,
Sorry if this has been covered somewhere.
Is there a writeup describing how new maps get added to map, mapdata,
mapproj? What I'm trying to do is overlay polygons in latitude and
longitude onto these maps, then project them. The associated things
you'd like to do with such overlays apply,
Hi Markus,
I have had success with a somewhat smaller point-in-polygon problem
using a relational database (PostgreSQL) with suitable indexes to
determine containment. The database serves as a large lookup table for
this purpose, using RODBC. I use R to build a series of SQL INSERT
statements to
There's Renka's STRIPACK, and TRIPACK, respectively, ACM TOMS Algorithms
772 and 751, and there's the R package "deldir" which does the Delaunay
for a plane, but does anyone have or know of the tessellation in R for a
sphere?
Also, is there a standard indexing scheme for Delaunay facets, and
perha