see also Stanisław Lem
Stop that, it’s silly.
https://xkcd.com/2577/
You may wish to run a memory test program; it could be due to RAM faults.
so, something like: a6 - b2 - c4 - d3 - e2 - f1 f5 - a4 - b3 - c2 - d1 - e6 e4 - f3 - a2 - b1 - c6 - d5 d3 - e2 - f1 - a6 - b5 - c4 c2 - d1 - e6 - f5 - a4 - b3 b1 - c6 - d5 - e4 - f3 - a2 ?
Now you’re just a few steps short of Numberwang: https://en.m.wikipedia.org/wiki/That_Mitchell_and_Webb_Look#...
Any computational system uses symbols, whether or not a person has analysed the system and defined those symbols; information is symbols.
Presymbolic computation appears to me to be an invented term. Any theoretical or actual system can be framed in computational terms when analysed, but the properties provided through the use of symbols will still exist…
There is no difference; brain = thought
E-dust see Iain M. Banks collection of Culture novels.
Human understanding of cognition is not yet at a level that enables the creation of a program or system for general automated theorem proving. Much work has been required to create existing systems for very narrow…
see also Stanisław Lem
Stop that, it’s silly.
https://xkcd.com/2577/
You may wish to run a memory test program; it could be due to RAM faults.
so, something like: a6 - b2 - c4 - d3 - e2 - f1 f5 - a4 - b3 - c2 - d1 - e6 e4 - f3 - a2 - b1 - c6 - d5 d3 - e2 - f1 - a6 - b5 - c4 c2 - d1 - e6 - f5 - a4 - b3 b1 - c6 - d5 - e4 - f3 - a2 ?
Now you’re just a few steps short of Numberwang: https://en.m.wikipedia.org/wiki/That_Mitchell_and_Webb_Look#...
Any computational system uses symbols, whether or not a person has analysed the system and defined those symbols; information is symbols.
Presymbolic computation appears to me to be an invented term. Any theoretical or actual system can be framed in computational terms when analysed, but the properties provided through the use of symbols will still exist…
There is no difference; brain = thought
E-dust see Iain M. Banks collection of Culture novels.
Human understanding of cognition is not yet at a level that enables the creation of a program or system for general automated theorem proving. Much work has been required to create existing systems for very narrow…