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From: leon@hhb.UUCP (Leon Gordon)
Newsgroups: net.math
Subject: Re: Interview Q revisited
Message-ID: <105@hhb.UUCP>
Date: Tue, 26-Mar-85 09:53:24 EST
Article-I.D.: hhb.105
Posted: Tue Mar 26 09:53:24 1985
Date-Received: Fri, 29-Mar-85 00:51:20 EST
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	P.S. to my last posting:

		Another way to look at the delta function is as a
	measure over a point set with the property that the measure of
	any set containing the origin is 1, and the measure of any set
	excluding the origin is zero.  Integrals of functions with the
	delta measure are then performed in the lebesque sense (summing
	the product of a function value times the measure of the set on 
	which the function has that value.  Although delta is a pretty 
	poor function, it is a very acceptable and well behaved measure.


						leon

				{decvax,ihnp4,allegra}!philabs!hhb!leon