Skip to main content
European Commission logo print header

M- and Z-estimation in semiparametric statistics : applications in various fields

Obiettivo

The area of semiparametric statistics is, in comparison to the areas of fully parametric or nonparametric statistics, relatively unexplored and still in full development. Semiparametric models offer a valid alternative for purely parametric ones, that are known to be sensitive to incorrect model specification, and completely nonparametric models, which often suffer from lack of precision and power. A drawback of semiparametric models so far is, however, that the development of mathematical properties under these models is often a lot harder than under the other two types of models. The present project tries to solve this difficulty partially, by presenting and applying a general method to prove the asymptotic properties of estimators for a wide spectrum of semiparametric models. The objectives of this project are twofold. On one hand we will apply a general theory developed by Chen, Linton and Van Keilegom (2003) for a class of semiparametric Z-estimation problems, to a number of novel research ideas, coming from a broad range of areas in statistics. On the other hand we will show that some estimation problems are not covered by this theory, we consider a more general class of semiparametric estimators (M-estimators called) and develop a general theory for this class of estimators. This theory will open new horizons for a wide variety of problems in semiparametric statistics. The project requires highly complex mathematical skills and cutting edge results from modern empirical process theory.

Invito a presentare proposte

ERC-2007-StG
Vedi altri progetti per questo bando

Meccanismo di finanziamento

ERC-SG - ERC Starting Grant

Istituzione ospitante

UNIVERSITE CATHOLIQUE DE LOUVAIN
Contributo UE
€ 750 000,00
Indirizzo
PLACE DE L UNIVERSITE 1
1348 Louvain La Neuve
Belgio

Mostra sulla mappa

Regione
Région wallonne Prov. Brabant Wallon Arr. Nivelles
Tipo di attività
Higher or Secondary Education Establishments
Contatto amministrativo
Anne Bovy (Ms.)
Ricercatore principale
Ingrid Van Keilegom (Prof.)
Collegamenti
Costo totale
Nessun dato

Beneficiari (1)