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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
cube,
array
with
variables
cu : cube('a);
nx : nat;
ny : nat;
nz : nat;
partial functions
. [ . ]xy : cube('a) × nat × nat → array('a) with λ cu, nx, ny. nx < #x cu ∧ ny < #y cu;
comment: selects the array at a certain width and depth;
. [ . ]xz : cube('a) × nat × nat → array('a) with λ cu, nx, nz. nx < #x cu ∧ nz < #z cu;
comment: selects the array at a certain width and height;
. [ . ]yz : cube('a) × nat × nat → array('a) with λ cu, ny, nz. ny < #y cu ∧ nz < #z cu;
comment: selects the array at a certain depth and height;
axioms
sel-wd-size: # cu[nx, ny]xy = #z cu;
used for: s, ls;
sel-wh-size: # cu[nx, nz]xz = #y cu;
used for: s, ls;
sel-dh-size: # cu[ny, nz]yz = #x cu;
used for: s, ls;
sel-wd-get: cu[nx, ny]xy[nz] = cu[nx, ny, nz];
used for: s, ls;
sel-wh-get: cu[nx, nz]xz[ny] = cu[nx, ny, nz];
used for: s, ls;
sel-dh-get: cu[ny, nz]yz[nx] = cu[nx, ny, nz];
used for: s, ls;
end enrich