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																						A NOTE ON THE STRONG CONSISTENCY OF ESTEMATES IN PARTIALLY LINEAR MODELS
											                            			
                            			 
                            				朱力行, 安鸿志
                            			 
                              			数学物理学报(英文版). 1994 (2): 
																					146-152. 
																														
                              			 
                              			
                                		
			                            	In this note, a sort of partially linear models, Y=βτX+g(T)+ε is considered, where T and X are, respectively, one-dimensional and d-dimen-sional, and independent each other. Under the least restrictions for the distributions of X and ε, a strong consistent estimate of parameter β based on the method of An and Zhu is proposed, and under mild conditions, an estimate of g(T) is proved to be consistent to g(T).
			                             
                              			
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