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Lemma dependency for Specification heap-sep

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:
prop-empprovedall subs proved prop, and, and-com, and-ass, sep-com, sep-ass, emp-sep, prop-shift,
prop-shiftprovedall subs proved prop-sep, and-imp, sep-com, sep-ass, and-com, and-ass, prop, and,
and-combineprovedall subs proved and, and-com, and-ass, precise-and, precise-split-l, sep-com,
and-splitprovedall subs proved and, split-union, precise-split-l, sep, and-imp, sep-com, sep-ass, and-com, and-ass,
precise-split-rprovedall subs proved precise-split-l, sep-com, sep-ass, split-union,
septract-givenprovedall subs proved precise-split-l, septract, Imp,
true-trueprovedall subs proved true-emp, true-rev, prop, true,
precise-andprovedall subs proved precise-same, and-com, and-ass, and, precise,
prop-sepprovedall subs proved sep-com, sep-ass, split-union, and-com, and-ass, prop, and, sep,
and-impprovedall subs proved sep-com, sep-ass, split-union, and-com, and-ass, and, sep,
precise-split-lprovedall subs proved sep, precise, sep-com, sep-ass, split-union,
true-empprovedall subs proved sep-com, sep-ass, emp-sep, true-elim, true-rev, true,
true-andprovedall subs proved and-com, and-ass, prop, and, true,
stabilityprovedall subs proved septract, split-union, sep-com, this, sep, Imp,
precise-disjprovedall subs proved precise, trueH, precise-same, true-elim, sep-com, sep-ass, sep,
imp-monoprovedall subs proved sep-com, sep-ass, split-union, sep,
false-andprovedall subs proved and-com, and-ass, prop, and, false,
eq-frameprovedall subs proved sep-com, sep-ass, emp-sep,
and-weaken-thisprovedall subs proved imp, and-com, and-ass, and,
and-weakenprovedall subs proved and-com, and-ass, and, imp,
adjunctionprovedall subs proved sep-com, sep-ass, split-union, wand, sep, imp,
Imp2provedall subs proved sep-com, sep-ass, split-union, sep, Imp,
Imp-frameprovedall subs proved sep-com, sep-ass, emp-sep, Imp,
Frameprovedall subs proved sep-com, sep-ass, split-union, wand, Imp,
Eq-Pprovedall subs proved sep-ass, emp-sep, sep-com,
true-elimprovedall subs proved prop, split-union, sep, true,
and-comprovedall subs proved and-ass, and,
sep-comprovedall subs proved split-union, sep,
sep-assprovedall subs proved split-union, sep,
imp-propfalseprovedall subs proved trueH, prop, imp, false,
imp-proptrueprovedall subs proved trueH, imp,
introduce-sharingprovedall subs proved sep, wand, this, split-union, sharing,
or-comprovedall subs proved or-ass, or,
precise-sepprovedall subs proved precise-same, sep, precise,
true-elimsprovedall subs proved trueH, sharing,
wand-same-emp-pprovedall subs proved wand-same-emp, sep,
or-assprovedall subs proved or,
precise-sameprovedall subs proved precise,
and-assprovedall subs proved and,
split-unionprovedall subs proved sep,
trueHprovedall subs proved prop, true,
emp-sepprovedall subs proved emp, sep,
true-revprovedall subs proved true,
wand-same-empprovedall subs proved wand,
wand-shiftprovedall subs proved wand, sep,
wand-dualprovedall subs proved wand, septract, not,
this-empprovedall subs proved emp, this,
sharing-empprovedall subs proved emp, sharing,
sharing-comprovedall subs proved sharing,
sep-split-interactiveprovedall subs proved sep,
sep-mpprovedall subs proved wand, sep,
sep-Mpprovedall subs proved wand, sep, Imp,
precise-thisprovedall subs proved this, precise,
precise-empprovedall subs proved emp, precise,
imp-casesprovedall subs proved prop, imp,
falseHprovedall subs proved prop, false,
false-sepprovedall subs proved sep, prop, false,
false-revprovedall subs proved false,
Imp1provedall subs proved Imp,
Imp-transprovedall subs proved Imp,
Imp-reflprovedall subs proved Imp,
Imp-from-eqprovedall subs proved Imp,
notaxiom
trueaxiom
septractaxiom
preciseaxiom
oraxiom
sharingaxiom
thisaxiom
falseaxiom
propaxiom
empaxiom
andaxiom
impaxiom
sepaxiom
Impaxiom
wandaxiom