[Imprint][Data Privacy Statement][E-Mail]

Back to main index. View the specification. View theorem base summary, View theorem base listing, the used properties by spec, the dependency list, the symbol table,

Lemma dependency for Specification infset-basic

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:
eq-02provedall subs proved ne-02, ne-01, In-empty, Extension, in-04, In-insert,
eq-06provedall subs proved eq-04,
eq-05provedall subs proved eq-04,
two-01provedall subs proved ne-02, ne-01, in-04, Extension,
sub-twoprovedall subs proved in-04, sub-one-02, sub-add-03, add-01,
indefprovedall subs proved in-03, construct-set, In-insert, Extension,
addtwoprovedall subs proved In-insert, eq-04, eq,
twoprovedall subs proved eq-04, in-04, In-insert, Extension,
in-06provedall subs proved in-04,
sub-one-01provedall subs proved ne-02, ne-01, in-04, Extension, In-empty, Subset,
swprovedall subs proved eq-04,
eqtwoprovedall subs proved in-04, In-insert, Extension,
oneprovedall subs proved ne-02, ne-01, In-empty, Extension, in-04,
eqtwo-01provedall subs proved in-04, add, In-insert, In-empty, eq, Extension,
subsetprovedall subs proved Subset, sub-idem, eq, ne-02, ne-01, sub-add-01, sub-insert, add-01, In-insert,
sub-insertprovedall subs proved sub-add-01, ne-02, ne-01, In-insert, Subset, sub-idem, sub-ntrans, eq,
in-03provedall subs proved add, in-02,
sub-one-02provedall subs proved sub-e, sub-add-03,
eq-04provedall subs proved In-insert, ins-two, eq, Extension,
in-04provedall subs proved add, In-empty, in-02,
subset-insert-sameprovedall subs proved In-insert, Subset, sub-add-03,
sub-insert-5provedall subs proved In-insert, Subset, sub-add-03,
sub-insert-3provedall subs proved In-insert, Subset, sub-add-03,
sub-insert-4provedall subs proved In-insert, Subset, sub-add-03,
eq-subsetprovedall subs proved subset-equal, sub-idem,
sub-insert-01provedall subs proved sub-add-01, sub-ntrans,
subset-insprovedall subs proved In-insert, sub-add-03, sub-add-02,
sub-add-02provedall subs proved ne-02, ne-01, Subset, In-insert,
subset-equalprovedall subs proved ne-02, ne-01, Subset, Extension,
in-02provedall subs proved in, In-insert,
add-01provedall subs proved In-insert, eq-03,
sub-add-03provedall subs proved ne-02, ne-01, Subset, sub-add, In-insert,
sub-ntransprovedall subs proved ne-02, ne-01, Subset,
ins-twoprovedall subs proved In-insert, eq-03,
sub-inprovedall subs proved ne-02, ne-01, Subset,
sub-ntrans-01provedall subs proved ne-02, ne-01, Subset,
subset-insertprovedall subs proved in, In-insert, Subset,
selprovedall subs proved ne-02, ne-01, In-empty, Extension,
addthreeprovedall subs proved In-insert, eq-03,
subset-insert-05provedall subs proved in, In-insert, Subset,
subset-insert-06provedall subs proved in, In-insert, Subset,
subset-insert-03provedall subs proved in, In-insert, Subset,
subset-insert-04provedall subs proved in, In-insert, Subset,
subset-insert-01provedall subs proved in, In-insert, Subset,
subset-insert-02provedall subs proved in, In-insert, Subset,
sub-transprovedall subs proved ne-02, ne-01, Subset,
sub-add-04provedall subs proved ne-02, ne-01, In-insert, Subset,
inprovedall subs proved add,
eq-03provedall subs proved In-insert, Extension, eq,
ne-02provedall subs proved In-empty, Extension, ne-01,
in-01provedall subs proved add,
sub-addprovedall subs proved Subset, In-insert,
sub-eprovedall subs proved In-empty, Subset,
addprovedall subs proved In-insert,
sub-idemprovedall subs proved Subset,
sub-add-01provedall subs proved In-insert, Subset,
eqprovedall subs proved In-insert, Extension,
ne-01provedall subs proved In-empty,
eq-01provedall subs proved Extension, In-insert,
sw-01provedall subs proved In-insert, Extension,
subset-emptyprovedall subs proved In-empty, Extension, Subset,
delprovedall subs proved construct-set, In-insert, Extension,
expandprovedall subs proved construct-set, Extension, gen,
neprovedall subs proved In-insert, In-empty, Extension,
alleprovedall subs proved In-empty, Extension,
in-05provedall subs proved In-insert, Extension,
ext-recprovedall subs proved In-insert, Extension,
genaxiom
construct-setaxiom
Subsetaxiom
In-insertaxiom
Extensionaxiom
In-emptyaxiom