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Trinary

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Griz:

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I understand that ...
but how does this relate to logic?  ... this means what?
yes?
no?
&
undecided?

Zelos:
what does that have to do with this? it can be yes/no/(not used)
the big advantage is that in trinary you can use 9 bits to store the same amount 14 bits can in binary

Greven:

--- Quote ---what does that have to do with this? it can be yes/no/(not used)
the big advantage is that in trinary you can use 9 bits to store the same amount 14 bits can in binary
--- End quote ---
Well Zelos, it seems to me you dont have any really idea of how a computer works. What Griz means, is that how would you calculate (or better put: if it goes through an AND-gate) "TRUE AND UNDECIDED". What would the outcome of this be?

Zelos:
and ure not making it easier to udnerstand what ure after

Greven:
For example:
true AND false = FALSE
true OR false = TRUE
....
etc.

What will:
true AND undecided = ?
true OR undecided = ?

It is the logic!
How can anything be undecided in a computer... (and we are not talking about quantum computers, but normal classical computers)

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