# Nonparametric Regression and Bandwidth Selection for Spatial Models

## Documentation for package ‘DCSmooth’ version 1.1.2

- DESCRIPTION file.
- User guides, package vignettes and other documentation.
- Code demos. Use demo() to run them.
- Package NEWS.

## Help Pages

DCSmooth-package | Nonparametric Regression and Bandwidth Selection for Spatial Models
dcs | Nonparametric Double Conditional Smoothing for 2D Surfaces
DCSmooth | Nonparametric Regression and Bandwidth Selection for Spatial Models
kernel.assign | Assign a Kernel Function
kernel.list | Print a list of available kernels in the DCSmooth package
plot.dcs | Contour Plot for the Double Conditional Smoothing
print.dcs | Summarize Results from Double Conditional Smoothing
print.dcs_options | Print and Summarize Options for Double Conditional Smoothing
print.summary_dcs | Print the Summary of a DCS estimation
print.summary_sarma | Print the Summary of a "sarma"/"sfarima" object
print.summary_sfarima | Print the Summary of a "sarma"/"sfarima" object
qarma.est | Estimation of an SARMA-process
qarma.sim | Simulation of a SARMA(p, q)-process
residuals.dcs | Residuals of "dcs"-object
returns.alv | Returns of Allianz SE
sarma.est | Estimation of an SARMA-process
sarma.sim | Simulation of a SARMA(p, q)-process
set.options | Set Options for the DCS procedure
sfarima.est | Estimation of a SFARIMA-process
sfarima.sim | Simulation of a SFARIMA(p, q, d)-process
summary.dcs | Summarizing Results from Double Conditional Smoothing
summary.dcs_options | Print and Summarize Options for Double Conditional Smoothing
summary.sarma | Summarizing SARMA/SFARIMA Estimation or Simulation
summary.sfarima | Summarizing SARMA/SFARIMA Estimation or Simulation
surface.dcs | 3D Surface Plot of "dcs"-object or numeric matrix
temp.nunn | Temperatures from Nunn, CO
temp.yuma | Temperatures from Yuma, AZ
volumes.alv | Volumes of Allianz SE
wind.nunn | Wind Speed from Nunn, CO
wind.yuma | Wind Speed from Yuma, AZ
y.norm1 | Single Gaussian Peak
y.norm2 | Double Gaussian Peak
y.norm3 | Double Gaussian Ridges