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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,
enrich
list-data
with
variables
x : list('a);
y : list('a);
z : list('a);
a : 'a;
b : 'a;
c : 'a;
m : nat;
n : nat;
partial functions
. [ . ] : list('a) × nat → 'a with λ x, n. n < # x;
comment: get is zero based;
. [ . := . ] : list('a) × nat × 'a → list('a) with λ x, n, a. n < # x;
comment: put is zero based;
axioms
get-zero: (a + x)[0] = a;
used for: s, ls;
get-succ: (a + x)[n + 1] = x[n];
used for: s, ls;
put-zero: (b + x)[0 := a] = a + x;
used for: s, ls;
put-succ: (b + x)[n + 1 := a] = b + x[n := a];
used for: s, ls;
end enrich