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A closed -term is if, for any other closed term , the lambda theory generated by = is consistent. Recently, it has been introduced a general technique to prove the easiness of -terms through the semantical notion of simple easiness. Simple easiness implies easiness and allows to prove consistency results construction of suitable filter models of -calculus living in the category of complete partial orderings: given a simple easy term and an arbitrary closed term , it is possible to build (in...
A closed -term is if, for any
other closed term , the lambda theory generated by
= is consistent. Recently, it has been introduced
a general technique to prove the easiness of -terms through the
semantical notion of simple easiness. Simple easiness implies easiness and allows to prove
consistency results construction of suitable filter models of
-calculus living in the category of complete partial orderings: given
a simple...
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