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Define a Prolog predicate flatten(List, FlattenedList) that asserts List is any nested list of atoms and FlattenedList is the same list with the nesting removed. The atom [] should also be removed. Your predicate should only produce one answer. You may use the built-in predicates not, ! and append. Do not use a helper predicate.
?- flatten([a, [[b,c],d], [[e]], [f]], X).
X = [a,b,c,d,e,f] ;
no
?- flatten([a,[[]], [[c,d],e]], X).
X = [a,c,d,e] ;
Suppose L is a context-free language and L' is regular. Show that L∩ L' is a context- free language. Specifically, if you're given a PDA diagram of L and a DFA diagram for L' , des
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Normal 0 false false false EN-US X-NONE X-NONE MicrosoftInternetExplorer4
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