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View the specification.
View theorem base summary,
View theorem base listing,
the used properties by spec,
the dependency list,
the symbol table,
actualize
mon-lim-filter-count
with
nat
by morphism
:Stream → Natstream;
:List → Natlist;
:Elem → Nat;
[] : List → [] : Natlist;
[] : Stream → [] : Natstream;
. -p . → . -pos . ;
. -1l . → . -1l . ;
. +2 . → . +l . ;
. + . : (Elem × List → List) → . + . : (Nat × Natlist → Natlist);
# . : (List → Nat) → # . : (Natlist → Nat);
. ' → . ';
. + . : (List × List → List) → . + . : (Natlist × Natlist → Natlist);
. + . : (List × Elem → List) → . + . : (Natlist × Nat → Natlist);
. ++ . → . ++ . ;
rmdup → rmdup;
rev → rev;
mklist → mklist;
fillfirst → fillfirst;
. -l . → . -l . ;
pos → pos;
frome → frome;
⌜ . ⌝ : (List → Stream) → ⌜ . ⌝ : (Natlist → Natstream);
⌜ . ⌝ : ((Nat → Elem) → Stream) → ⌜ . ⌝ : ((Nat → Nat) → Natstream);
. + . : (Elem × Stream → Stream) → . + . : (Nat × Natstream → Natstream);
. + . : (Stream × Stream → Stream) → . + . : (Natstream × Natstream → Natstream);
# . : (Stream → Natinf) → # . : (Natstream → Natinf);
. to . : ((Nat → Elem) × Nat → List) → . to . : ((Nat → Nat) × Nat → Natlist);
. from . : ((Nat → Elem) × Nat → Nat -> Elem) → . from . : ((Nat → Nat) × Nat → Nat -> Nat);
filter → filter;
cnt → cnt;
lastoc → lastoc;
rem → rem;
. < . : (List × List → Bool) → . < . : (Natlist × Natlist → Bool);
. ∈ . → . ∈ . ;
dups → dups;
disj → disj;
. ⊑ . : (List × List → Bool) → . ⊑ . : (Natlist × Natlist → Bool);
. ⊒ . → . ⊒ . ;
finp → finp;
. ⊑ . : (Stream × Stream → Bool) → . ⊑ . : (Natstream × Natstream → Bool);
mon → mon;
. head → . head;
. tail → . tail;
. last → . last;
. butlast → . butlast;
butlastn → butlastn;
. ( . ) : (List × Nat → Elem) → . ( . ) : (Natlist × Nat → Nat) ;
. (. := .) : (List × Nat × Elem → List) → . (. := .) : (Natlist × Nat × Nat → Natlist) ;
firstn → firstn;
restn → restn;
lastn → lastn;
sublist → sublist;
. l → . l;
. f → . f;
hd → hd;
tl → tl;
. ( . ) : (Stream × Nat → Elem) → . ( . ) : (Natstream × Nat → Nat) ;
. (. := .) : (Stream × Nat × Elem → Stream) → . (. := .) : (Natstream × Nat × Nat → Natstream) ;
. to . : (Stream × Nat → Stream) → . to . : (Natstream × Nat → Natstream);
. to∞ . → . to∞ . ;
. from . : (Stream × Nat → Stream) → . from . : (Natstream × Nat → Natstream);
. to . : (List × Nat → List) → . to . : (Natlist × Nat → Natlist);
. from . : (List × Nat → List) → . from . : (Natlist × Nat → Natlist);
lim → lim;
end actualize