I'm kinda proud of my wiki page on semantics (which is really a pretty stubby index to other wiki pages on all kinds of semantics), especially my mathematical definition.
I find it strange that Wikipedia has no article called Model_(logic). It makes no sense for them have an article on model theory if they don't define "model". Also, correct me if I'm wrong, but saying that model theory is about the "representation of mathematical concepts in terms of set theory" is total BS.
As important as it is to study the representation of mathematical concepts, I don't think it's a well-defined area of study/research, and if it were, it should be called "formalization studies" or (imagining a good future) "mathematical knowledge representation". Also, you can construct mathematical objects with whatever foundation you want. Why do so many people have a fetish for set theory?
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UPDATE: Who the hell wrote that the semantics of I-F logic is in terms of "zero-sum games"? These are win-lose games! Sigh... Wikipedia...
Answer: a troll, of course.
I find it strange that Wikipedia has no article called Model_(logic). It makes no sense for them have an article on model theory if they don't define "model". Also, correct me if I'm wrong, but saying that model theory is about the "representation of mathematical concepts in terms of set theory" is total BS.
As important as it is to study the representation of mathematical concepts, I don't think it's a well-defined area of study/research, and if it were, it should be called "formalization studies" or (imagining a good future) "mathematical knowledge representation". Also, you can construct mathematical objects with whatever foundation you want. Why do so many people have a fetish for set theory?
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UPDATE: Who the hell wrote that the semantics of I-F logic is in terms of "zero-sum games"? These are win-lose games! Sigh... Wikipedia...
Answer: a troll, of course.