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special code setup for step function in IMP is redundant as definition was tuned (cf. c54d901d2946)

test case for set_comprehension_pointfree simproc succeeds now

unfolding bounded existential quantifiers as first step in the set_comprehension_pointfree simproc

moving simproc from Finite_Set to more appropriate Product_Type theory

generalizing set_comprehension_pointfree simproc to work for arbitrary predicates (and not just the finite predicate)

adding some example that motivates some of the current changes in the set_comprehension_pointfree simproc

set_comprehension_pointfree also handles terms where the equation is not at the first position, which is a necessary generalisation to eventually handle bounded existentials; tuned

more consistent error messages on malformed code equations

removed support for set constant definitions in HOLCF {cpo,pcpo,domain}def commands;
removed '(open)', '(set_name)' and '(open set_name)' options

use Set.filter instead of Finite_Set.filter, which is removed then