Noch was Unendliches

04/03/2010 - 21:15 von Ralf Bader | Report spam
Eben stoße ich auf das da:
http://www.grossone.com/arithmetic.html
https://data.epo.org/publication-se...pdf.jsp?pn28149&ki±&cc=EP
http://www.grossone.com/Infinity_Calculator.html
http://www.grossone.com/Patent_abstract.doc
Einige Zitate, um die Thematik anzudeuten:
"The book presents a new type of arithmetic that allows us to represent
infinite and infinitesimal numbers by a finite number of symbols and to
execute arithmetical operations with them in the same manner as we are used
to do with finite ones." "European paten 1728149 issued 03.06.2009
introducing "Computer system for storing infinite, infinitesimal, and
finite quantities and executing arithmetical operations with them"
describes the Infinity Computer able to execute computations with infinite,
finite, and infinitesimal numbers in a unique framework."
Ich habe die Sachen ein bißchen überflogen, und hatte das merkwürdige
Gefühl, ich bin nicht mehr in Kansas.


Ralf
 

Lesen sie die antworten

#1 Albrecht
05/03/2010 - 07:48 | Warnen spam
On 4 Mrz., 21:15, Ralf Bader wrote:
Eben stoße ich auf das da:http://www.grossone.com/arithmetic.htmlhttps://data.epo.org/publication-server/getpdf.jsp?pn28149&ki±&c...http://www.grossone.com/Infinity_Ca...r.htmlhttp://www.grossone.com/Patent_abstract.doc
Einige Zitate, um die Thematik anzudeuten:
"The book presents a new type of arithmetic that allows us to represent
infinite and infinitesimal numbers by a finite number of symbols and to
execute arithmetical operations with them in the same manner as we are used
to do with finite ones." "European paten 1728149 issued 03.06.2009
introducing "Computer system  for storing infinite, infinitesimal, and
finite quantities and executing arithmetical operations with them"
describes the Infinity Computer able to execute computations with infinite,
finite, and infinitesimal numbers in a unique framework."
Ich habe die Sachen ein bißchen überflogen, und hatte das merkwürdige
Gefühl, ich bin nicht mehr in Kansas.

Ralf




Also am Besten finde ich das, Zitat,:

"From the methodological point of view, the principle of Ancient
Greeks ‘The part is less than the whole’ ..."

Wer wollte dem widersprechen?

AS

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