Date: Oct 4, 2017 4:38 PM
Subject: Re: The objects that Newton played with were called infinite series<br> but had ZERO to do with infinity. The name infinite series is a misnomer.
On Wednesday, 4 October 2017 15:19:41 UTC-4, Markus Klyver wrote:
> Den tisdag 3 oktober 2017 kl. 23:30:02 UTC+2 skrev John Gabriel:
> > On Tuesday, 3 October 2017 17:15:59 UTC-4, burs...@gmail.com wrote:
> > > Can you make an example, where two series cannot
> > > be multiplied formally, independent of their
> > > convergence?
> > Birdbrains. It makes no sense to multiply any two series unless they both converge. The idea is that you are multiplying the LIMITs by multiplying the partial sums.
> > YOU BIG MOOOOOOROOOOOOON!!!!
> You can, but it's no guarantee the product will converge or to what it will converge to. You can multiply two divergent series and get an convergent one, for example.
Nonsense. Provide an example you ignoramus!