Integrate with explicit integration variable/infetesimal...
Subject: Integrate with explicit integration variable/infetesimal...
From: edA-qa mort-ora-y
Date: Thu, 23 Sep 2004 22:16:33 +0200
Stavros Macrakis wrote:
> that matter integrate(3) would mean. Am I alone in always having been
> confused by the Leibniz notation? It looks so pretty for the chain
> rule, for separation of variables solutions of differential equations,
> and for integration by parts, but I've never been comfortable with it.
> Perhaps non-standard analysis makes all this clear?
I agree that I'm not entirely sure what the /non-clean/ forms would me.
But in my case I'm fairly positive there is a reduced form where
everything looks fine, it's just that I don't know how to find it -- I
started the thread on substitution in order to find another way to
approach the problem.
I tried looking for some place that would explain these things more, but
I couldn't find any reference. :(
--
edA-qa mort-ora-y
Idea Architect
http://disemia.com/