If someone is interested in a numerical approach to this take a look at section 3.1 of my Bachelor thesis. It is possible to extend the real numbers with only one infinity (instead of +infinity and -infinity), allowing to divide by zero without hitting any problems, except 0/0 and other cases.
I’m also interested about exact real arithmetic, and I suppose someone who has made a thesis about unum arithmetic probably does too. I show this thing that just recently happened to stumble upon when searching: Exact Real Arithmetic using Möbius Transformations by Peter John Potts
If someone is interested in a numerical approach to this take a look at section 3.1 of my Bachelor thesis. It is possible to extend the real numbers with only one infinity (instead of +infinity and -infinity), allowing to divide by zero without hitting any problems, except 0/0 and other cases.
Thank you. It looks like a good thesis.
I’m also interested about exact real arithmetic, and I suppose someone who has made a thesis about unum arithmetic probably does too. I show this thing that just recently happened to stumble upon when searching: Exact Real Arithmetic using Möbius Transformations by Peter John Potts