alternative derivatives and integrals

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2 total messages Started by shoematr Wed, 11 Nov 1998 00:00

#42

Author: shoematr
Date: Wed, 11 Nov 1998 00:00

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I am interested in studying whatever "other" derivatives, integrals, and
calculus oddities might exist if we begin with definitions and assumptions
other than those in Calculus 1.  Anything would be interesting, but in
particular, I am hoping to find something that would be relevant to topology.

On a closely related note: I need to know how to compare the "size" of two
sets. What I have read so far makes little sense to me, because I have no
experience in measure theory.

Any help with either of these would be appreciated.

Ted Shoemaker
shoematr@uwec.edu

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Re: alternative derivatives and integrals

#43

Author: Jeremy Boden
Date: Wed, 11 Nov 1998 00:00

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In article <72alc2$ege$1@nnrp1.dejanews.com>, shoematr@my-dejanews.com
writes
>I am interested in studying whatever "other" derivatives, integrals, and
>calculus oddities might exist if we begin with definitions and assumptions
>other than those in Calculus 1.  Anything would be interesting, but in
>particular, I am hoping to find something that would be relevant to topology.
>
>On a closely related note: I need to know how to compare the "size" of two
>sets. What I have read so far makes little sense to me, because I have no
>experience in measure theory.
>
>Any help with either of these would be appreciated.
>
>Ted Shoemaker
>shoematr@uwec.edu
>
>-----------== Posted via Deja News, The Discussion Network ==----------
>http://www.dejanews.com/       Search, Read, Discuss, or Start Your Own    

Refer to the sci.math FAQ.

-- 
Jeremy Boden                    mailto:jeremy@jboden.demon.co.uk

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