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Article #552Re: Mean Square Convergence: A Necessary Condition?
From: Michi Hauser
Date: Fri, 06 Nov 1992 18:49
Date: Fri, 06 Nov 1992 18:49
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-- Michael Hauser University of Economics and Business Adminstration Department for Applied Statistics and Data Processing Augasse 2-6, 1090 Vienna, Austria Tel. *43/1/31336 4759 email: hauser@wu-wien.ac.at Spanos,A.(1986): Statistical foundations of econometric modelling, Cambridge Univ. press, p.190, Chp. Introduction to asymptotic theory : If X_n converges in the r-th mean to X for some r>=1 then X_n converges in the l-th mean to X for 0<l<r. Your r=2 and l=1 . Best wishes Michael
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Path: arc1-ca.pugleaf.net!sparky!uunet!news.univie.ac.at!alijku05!nestroy.wu-wien.ac.at!statrix2!hauser From: hauser@statrix2.wu-wien.ac.at (Michi Hauser) Newsgroups: sci.math.stat Subject: Re: Mean Square Convergence: A Necessary Condition? Date: 6 Nov 1992 18:49:56 GMT Organization: University of Economics and Business Administration Vienna Lines: 22 Distribution: world Message-ID: <1deeokINNk82@nestroy.wu-wien.ac.at> References: <1992Oct29.172810.25289@afit.af.mil> Reply-To: hauser@wu-wien.ac.at NNTP-Posting-Host: statrix2.wu-wien.ac.at