| polyCub-package | Cubature over Polygonal Domains |
| .polyCub.iso | Cubature of Isotropic Functions over Polygonal Domains |
| as.owin.gpc.poly | Conversion between polygonal '"owin"' and '"gpc.poly"' |
| as.owin.Polygon | Coerce '"SpatialPolygons"' to '"owin"' |
| as.owin.Polygons | Coerce '"SpatialPolygons"' to '"owin"' |
| as.owin.SpatialPolygons | Coerce '"SpatialPolygons"' to '"owin"' |
| checkintrfr | Check the Integral of r f_r(r) |
| circleCub.Gauss | Integration of the Isotropic Gaussian Density over Circular Domains |
| coerce-gpc-methods | Conversion between polygonal '"owin"' and '"gpc.poly"' |
| coerce-method | Coerce '"SpatialPolygons"' to '"owin"' |
| coerce-sp-methods | Coerce '"SpatialPolygons"' to '"owin"' |
| gpc2owin | Conversion between polygonal '"owin"' and '"gpc.poly"' |
| owin2gpc | Conversion between polygonal '"owin"' and '"gpc.poly"' |
| plotpolyf | Plot Polygonal Domain on Image of Bivariate Function |
| plot_polyregion | Plots a Polygonal Domain (of Various Classes) |
| polyCub | Wrapper Function for the Various Cubature Methods |
| polyCub.exact.Gauss | Quasi-Exact Cubature of the Bivariate Normal Density (DEFUNCT) |
| polyCub.iso | Cubature of Isotropic Functions over Polygonal Domains |
| polyCub.midpoint | Two-Dimensional Midpoint Rule |
| polyCub.SV | Product Gauss Cubature over Polygonal Domains |
| sfg2gpc | Convert polygonal '"sfg"' to '"gpc.poly"' |
| xylist | Convert Various Polygon Classes to a Simple List of Vertices |
| xylist.default | Convert Various Polygon Classes to a Simple List of Vertices |
| xylist.gpc.poly | Convert Various Polygon Classes to a Simple List of Vertices |
| xylist.owin | Convert Various Polygon Classes to a Simple List of Vertices |
| xylist.Polygon | Convert Various Polygon Classes to a Simple List of Vertices |
| xylist.Polygons | Convert Various Polygon Classes to a Simple List of Vertices |
| xylist.sfg | Convert Various Polygon Classes to a Simple List of Vertices |
| xylist.SpatialPolygons | Convert Various Polygon Classes to a Simple List of Vertices |