Date: Oct 6, 2017 2:16 PM
Author: bursejan@gmail.com
Subject: Re: Can two series, both diverges, multiplied give a series that converges?
But obviously the simple things are nothing for

bird brain John Gabriel, since he lives in complete

fog, and cannot even understand the simplest ideas

of real analysis foundation à la Cauchy?

How many years do you already post nonsense like

Cauchy doesn't work etc.. but you even don't

understand the basics of the basics?

Am Freitag, 6. Oktober 2017 20:12:42 UTC+2 schrieb burs...@gmail.com:

> If this were not possible, the whole construction

> of real numbers from Cauchy series, as defined here,

> wouldn't be so simple:

>

> MATH 304: CONSTRUCTING THE REAL NUMBERS,

> Peter Kahn Spring 2007

> http://www.math.cornell.edu/~kahn/reals07.pdf

>

> Because in such a construction you proceed as follows:

> - You first define the *formal* multiplication

> - And then you reason about whether it converges

> or not