Man pages for IRSN/smint
Smooth Multivariate Interpolation for Gridded and Scattered Data
| aperm-Grid-method | Permutation method |
| apply_Grid | Apply a function to a 'Grid' object. |
| array_Grid | Reshape or coerce an array of responses |
| as.data.frame-Grid-method | Coerce Grid in data.frame |
| as.Grid | Coercion to 'Grid' |
| as.matrix-Grid-method | Coerce Grid in matrix |
| boundary_Grid | Find boundary points in a 'Grid' object |
| branin | Branin-Hoo 2-dimensional test function |
| cardinalBasis_ceschino | Cardinal Basis for cubic Ceschino interpolation |
| cardinalBasis_lagrange | Cardinal Basis for Lagrange (broken line) interpolation |
| cardinalBasis_natSpline | Cardinal Basis for natural cubic spline interpolation |
| checkX | Check designs: size and colnames |
| closest | Find closest point(s) in a design or object. |
| dim-Grid-method | Get dimension of given Grid |
| dimnames-Grid-method | Get dimension names of given Grid |
| dimnames-set-Grid-ANY-method | Set dimension names of Grid |
| drop_Grid | Drop the dimensions with a unique level in a Grid object |
| Grid | Create a new 'Grid' object |
| Grid-class | S4 class for Grid |
| gridInt | Grid interpolation in arbitrary dimension |
| gridIntCB | Grid interpolation in arbitrary dimension through Cardinal... |
| interp_ceschino | Ceschino cubic interpolation |
| interp_Grid | Grid interpolation in arbitrary dimension through Cardinal... |
| length-Grid-method | Get length of Grid |
| levels-Grid-method | Get levels of Grid |
| nlevels-Grid-method | Get number of levels of Grid |
| plot-Grid-method | Plot Grid as pairs |
| qsheppInt | Shepard's (modified) quadratic interpolation method |
| randGrid | Random drawing of a 'Grid' object |
| range_Grid | Range of a 'Grid' object |
| round_levels | Round a vector (of levels) |
| sampleIn | Sample from/in a design object |
| scale_Grid | Scale a 'Grid' object. |
| ShepFuns | Test function ShepFun1 from SHEPPACK |
| show-Grid-method | Print Grid object informations |
| subset_Grid | Subgrid by selection of levels in one dimension. |
