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[lojban-beginners] Re: Where can I learn more about logic?
Thanks xorxes!
It astonishes me that a Lojbanist would write ?[Ix]( Gx & [Ay](Fy <=> y=x))? on a Lojban website of all things, when it's possible to say it in Lojban instead. Here we have the great advantage of a language that makes predicate logic speakable so that I as a beginner can look it up in wordlists or use jbofi'e the online Lojban-to-English translator. In all other uses of Lojban we could just speak English to make ourselves understood to the non-expert, but here Lojban is actually more accessible even if through a couple of steps. And yet this advantage went unused where it is most needed. I see what Robin meant about PC.
That having been said, jbofi'e returned a syntax error on your string. But I've translated it as follows.
Take it for a given that there exists this one thing. Whatever that may be, it is in such-and-such a relationship. Also, each of whatever the second thing is. OK now take all that stuff as a given as well. That second thing, is in this other such-and-such a relationship, if-and-only-if the second thing shares the exact same identity with the first thing.
As I learned Lojban vocabulary, I long ago passed up "zo'u" since "end prenex" means absolutely nothing to me and I thought it was specialized expertise that would not be useful in normal language. Have I translated it correctly as taking something as a given or an axiom? Even if not, I'm a whole heck of a lot closer to figuring it out from Lojban than I would be with ?[Ix]( Gx & [Ay](Fy <=> y=x))?.
- la .epcat
lojban-beginners@chain.digitalkingdom.org wrote:
>--- Matt Arnold wrote:
>> If Bertrand
>> Russell's quote ?[Ix]( Gx & [Ay](Fy <=> y=x)).? is any indication, the
>> practice of symbolic logic invented a new language already. Just not a
>> speakable one.
>That goes more or less directly into Lojban:
>I: su'o
>x: da
>[ ]: zo'u
>G: broda
>&: ije
>A: ro
>y: de
>F: brode
><=>: ijo
>=: du
>With Lojban grammar, we have:
>[Ix]( Gx & [Ay](Fy <=> y=x))
>su'o da zo'u da broda ije ro de zo'u de brode ijo de du da
>Almost word for word.
>mu'o mi'e xorxes
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