Binary package “r-cran-polycub” in ubuntu lunar
GNU R Cubature over Polygonal Domains
Numerical integration of continuously differentiable
functions f(x,y) over simple closed polygonal domains.
The following cubature methods are implemented:
product Gauss cubature (Sommariva and Vianello, 2007,
<doi:10.
the simple two-dimensional midpoint rule
(wrapping 'spatstat.geom' functions),
adaptive cubature for radially symmetric functions via line
integrate() along the polygon boundary (Meyer and Held, 2014,
<doi:10.
and integration of the bivariate Gaussian density based on
polygon triangulation.
For simple integration along the axes, the 'cubature' package
is more appropriate.
Source package
Published versions
- r-cran-polycub 0.8.0-2 in amd64 (Release)
- r-cran-polycub 0.8.1-1 in amd64 (Proposed)
- r-cran-polycub 0.8.1-1 in amd64 (Release)
- r-cran-polycub 0.8.0-2 in arm64 (Release)
- r-cran-polycub 0.8.1-1 in arm64 (Proposed)
- r-cran-polycub 0.8.1-1 in arm64 (Release)
- r-cran-polycub 0.8.0-2 in armhf (Release)
- r-cran-polycub 0.8.1-1 in armhf (Proposed)
- r-cran-polycub 0.8.1-1 in armhf (Release)
- r-cran-polycub 0.8.0-2 in ppc64el (Release)
- r-cran-polycub 0.8.1-1 in ppc64el (Proposed)
- r-cran-polycub 0.8.1-1 in ppc64el (Release)
- r-cran-polycub 0.8.0-2 in riscv64 (Release)
- r-cran-polycub 0.8.1-1 in riscv64 (Proposed)
- r-cran-polycub 0.8.1-1 in riscv64 (Release)
- r-cran-polycub 0.8.0-2 in s390x (Release)
- r-cran-polycub 0.8.1-1 in s390x (Proposed)
- r-cran-polycub 0.8.1-1 in s390x (Release)