A lemma (entry) may depend on lemmas (entries) below its position, but never on lemmas
above its position. This means the list is a topological order of the dependency graph.
An entry 'all subs proved' means that all used lemmas are (transitively) proved.
| Name: | Status: | Subs proved? | Used: |
|---|
| size-zero | proved | all subs proved
| size-alloc,
size-write,
in-alloc,
sanity,
exin,
in-emp,
ext,
size-emp,
|
| sw-del-add-01 | proved | all subs proved
| sw-del-add,
|
| rm-size | proved | all subs proved
| size-alloc,
size-write,
in-alloc,
del-new,
write-del,
sanity,
exin,
|
| structind | proved | all subs proved
| size-alloc,
size-write,
in-alloc,
sanity,
exin,
in-emp,
ext,
|
| write-del | proved | all subs proved
| at-del,
at-write-other,
in-write,
in-del,
ext,
|
| sw-del-add | proved | all subs proved
| at-alloc,
at-write-same-alloc,
at-del,
in-alloc,
in-del,
at-write,
in-write,
ext,
|
| exin | proved | all subs proved
| at-del,
at-alloc,
at-write,
ext,
in-del,
nonnull,
in-alloc,
in-write,
|
| at-write-mod-three-other-3 | proved | all subs proved
| at-write-mod-other-2,
at-write,
|
| at-write-mod-two-other | proved | all subs proved
| at-write-mod-other,
at-write,
|
| at-write-mod-three-other | proved | all subs proved
| at-write-mod-other,
at-write,
|
| at-write-mod-two-other-3 | proved | all subs proved
| at-write-mod-other-2,
at-write,
|
| del-new | proved | all subs proved
| at-alloc,
at-del,
in-alloc,
in-del,
ext,
|
| at-write-same-alloc | proved | all subs proved
| in-alloc,
at-write,
|
| nonnull | proved | all subs proved
| sanity,
|
| at-write-mod-other | proved | all subs proved
| at-write,
|
| at-write-mod-other-2 | proved | all subs proved
| in-write,
at-write,
|
| at-write-other | proved | all subs proved
| at-write,
|
| del-sw | proved | all subs proved
| at-del,
in-del,
ext,
|
| at-write-mod-three-other-4 | proved | all subs proved
| in-write,
at-write,
|
| at-write-mod-three-other-2 | proved | all subs proved
| in-write,
at-write,
|
| overwrite | proved | all subs proved
| at-write,
in-write,
ext,
|
| overwrite-split | proved | all subs proved
| at-write,
in-write,
ext,
|
| write-again | proved | all subs proved
| at-write,
in-write,
ext,
|
| at-write-same | proved | all subs proved
| at-write,
|
| sw-put | proved | all subs proved
| at-write,
in-write,
ext,
|
| sw-alloc-put | proved | all subs proved
| at-write,
at-alloc,
in-write,
in-alloc,
ext,
|
| del-notin | proved | all subs proved
| at-del,
in-del,
ext,
|
| sw-delwr | proved | all subs proved
| at-del,
in-del,
at-write,
in-write,
ext,
|
| overwrite-split2 | proved | all subs proved
| at-write,
in-write,
ext,
|
| in-write-strong | proved | all subs proved
| in-write,
|
| put-eq | proved | all subs proved
| at-write,
in-write,
ext,
|
| del-twice | proved | all subs proved
| at-del,
in-del,
ext,
|
| at-write-mod-two-other-2 | proved | all subs proved
| in-write,
at-write,
|
| alloc-write | proved | all subs proved
| at-write,
at-alloc,
in-write,
in-alloc,
ext,
|
| size-emp | axiom | | |
| in-emp | axiom | | |
| sanity | axiom | | |
| size-write | axiom | | |
| size-alloc | axiom | | |
| at-alloc | axiom | | |
| at-write | axiom | | |
| in-alloc | axiom | | |
| in-write | axiom | | |
| ext | axiom | | |
| in-del | axiom | | |
| at-del | axiom | | |