| biscalew | biscalew :Robust M-estimates for scale. |
| bisquare | bisquare : Robust estimates for mean. |
| CTLE | CTLE: Robust mixture regression based on component-wise adaptive trimming likelihood estimation. |
| CTLE-method | CTLE: Robust mixture regression based on component-wise adaptive trimming likelihood estimation. |
| CTLE-method | TLE: robust mixture regression based on trimmed likelihood estimation. |
| CTLE-method | mixLp : mixLp_one estimates the mixture regression parameters robustly using Laplace distribution based on multiply initial value.. |
| denLp | denLp : Density function for Laplace distribution. |
| DeOut | DeOut : Detect outlier observations. |
| flexmix_2 | flexmix_2: Multiple runs of MLE based mixture regression to stabilize the output. |
| gaussData | RobMixReg package built-in gaussian example data. |
| mixlinrb_bi | mixlinrb_bi: mixlinrb_bione estimates the mixture regression parameters robustly using bisquare function based on multiply initial value. |
| mixlinrb_bi-method | mixlinrb_bi: mixlinrb_bione estimates the mixture regression parameters robustly using bisquare function based on multiply initial value. |
| mixlinrb_bione | mixlinrb_bione : mixlinrb_bione estimates the mixture regression parameters robustly using bisquare function based on one initial value. |
| mixLp | mixLp : mixLp_one estimates the mixture regression parameters robustly using Laplace distribution based on multiply initial value.. |
| mixLp-method | mixLp : mixLp_one estimates the mixture regression parameters robustly using Laplace distribution based on multiply initial value.. |
| mixLp_one | mixLp_one : mixLp_one estimates the mixture regression parameters robustly using Laplace distribution based on one initial value. |
| rmr | The main function of Robust Mixture Regression using five methods. |
| RobMixReg-class | Class RobMixReg. |
| simuData | RobMixReg package built-in simulated example data. |
| TLE | TLE: robust mixture regression based on trimmed likelihood estimation. |
| TLE-method | TLE: robust mixture regression based on trimmed likelihood estimation. |