4 edition of **Adaptive estimation of random parameter regression models by state space representation methods** found in the catalog.

Adaptive estimation of random parameter regression models by state space representation methods

Kiseok Lee

- 105 Want to read
- 11 Currently reading

Published
**1990**
.

Written in English

- Parameter estimation.,
- Econometric models.,
- Linear models (Statistics)

**Edition Notes**

Statement | by Kiseok Lee. |

Classifications | |
---|---|

LC Classifications | Microfilm 94/2273 (H) |

The Physical Object | |

Format | Microform |

Pagination | vi, 71 leaves |

Number of Pages | 71 |

ID Numbers | |

Open Library | OL1051055M |

LC Control Number | 93630288 |

B. State-Space Models The state-space model is the model of the form: z n= A n 1z n 1 + q n (state / dynamic equation) y n= H nz n + n (measurement equation) (1) It is assumed that y n (scalar) are the observed values of this random process. The noise terms q nand nare, in basic case, assumed to be Gaussian. This is the assumption we do in this Cited by: 1. Other remedies include simultaneous dimension reduction and regression via PLS or employing methods that shrink parameter estimates such as ridge regression, the lasso, or the elastic net. Another drawback of multiple linear regression is that its solution is linear in the parameters. This means that the solution we obtain is a flat by: 2.

The book builds carefully from the basic classical methods to the most recent trends, with chapters written to be as self-contained as possible, making the text suitable for different courses: pattern recognition, statistical/adaptive signal processing, statistical/Bayesian learning, as well as short courses on sparse modeling, deep learning. We investigate a new approach to estimating a regression function based on copulas. The main idea behind this approach is to write the regression function in terms of a copula and marginal distributions. Once the copula and the marginal distributions are estimated, we use the plug-in method to construct our new estimator. Because various methods are Cited by:

Deprecated: Function create_function() is deprecated in /home/davidalv/public_html/ on line The Methods. After the early seminal work on automated interaction detection by Morgan and Sonquist () the two most popular algorithms for classification and regression trees (abbreviated as classification trees in most of the following), CART and C, were introduced by Breiman et al. () and independently by Quinlan (, ).Their nonparametric Cited by:

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