An die Herren Fritsche und Leitgeb

13/09/2016 - 13:47 von WM | Report spam
In
https://www.hs-augsburg.de/~mueckenh/Transfinity/Transfinity/pdf
plane ich die folgende Diskussion zum arithmogeometrichen Dreieck
o
oo
ooo
...
zu veröffentlichen:

If all finite lines o, oo, ooo, ... are projected into a single line, then no line emerges that is longer than all. "No, exactly that is the case" [Franz Fritsche alias Me in "Grundpfeiler der Matheologie", de.sci.mathematik (1 Aug 2016)] "Replace all by every {{in the statement 'line number zero is longer than all finite lines'}} then the statement obviously gets correct. [A. Leitgeb in "Grundpfeiler der Matheologie", sci.mathematik.de (16 Aug 2016)] My Reply: Let us project, in a super task, every line into the first one but such that the first line is always cleared between two steps (that is obviously without any effect, if the lines are processed in their natural order). Never 0 symbols o will show up in the first line. But when we project all lines into the first one simultaneously, then 0 symbols o will show up in the first line?

Ist das der letzte Stand? Oder gibt es neue Erkenntnisse und Einsichten?

Gruß, WM
 

Lesen sie die antworten

#1 pirx42
13/09/2016 - 15:54 | Warnen spam
Am 13.09.2016 um 13:47 schrieb WM:
In
https://www.hs-augsburg.de/~mueckenh/Transfinity/Transfinity/pdf
plane ich die folgende Diskussion zum arithmogeometrichen Dreieck
o
oo
ooo
...
zu veröffentlichen:

If all finite lines o, oo, ooo, ... are projected into a single line, then no line emerges that is longer than all.



"No, exactly that is the case" [Franz Fritsche alias Me in "Grundpfeiler der Matheologie", de.sci.mathematik (1 Aug 2016)]

"Replace all by every {{in the statement 'line number zero is longer than all finite lines'}}

then the statement obviously gets correct. [A. Leitgeb in "Grundpfeiler der Matheologie",

sci.mathematik.de (16 Aug 2016)] My Reply: Let us project, in a super task,

every line into the first one but such that the first line is always cleared between

two steps (that is obviously without any effect, if the lines are processed in their natural order).

Never 0 symbols o will show up in the first line. But when we project all lines into the first one

simultaneously, then 0 symbols o will show up in the first line?

Ist das der letzte Stand? Oder gibt es neue Erkenntnisse und Einsichten?

Gruß, WM




Nun, wenn wir nur endlich viele Zeilen projizieren, sind nur endlich viele Elemente da.
Deinen Supertask mußte schon mal genau definieren, das kannst nàmlich nicht.
Und was ist dann die Frage beim Supertask?

Ähnliche fragen