Global Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (229 entries) |
Variable Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (21 entries) |
Library Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (45 entries) |
Lemma Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (114 entries) |
Constructor Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (7 entries) |
Axiom Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (1 entry) |
Inductive Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (5 entries) |
Section Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (7 entries) |
Definition Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (29 entries) |
Global Index
A
appinf [definition, in stream]appinf_le_bisim [lemma, in stream]
appinf_bisim [lemma, in stream]
appinf_app [lemma, in stream]
AST [library]
Axioms [library]
B
bapp [definition, in map]bapp_or [lemma, in map]
Behaviors [library]
bisim [inductive, in stream]
bisim_trans [lemma, in stream]
bisim_sym [lemma, in stream]
bisim_refl [lemma, in stream]
bisim_func_eq [lemma, in stream]
bisim_bisim' [lemma, in stream]
bisim_EqSt [lemma, in stream]
bisim_appinf_strong [lemma, in stream]
bisim_appinf [lemma, in stream]
bisim_intro [constructor, in stream]
bisim' [inductive, in stream]
bisim'_bisim [lemma, in stream]
bisim'_inv [lemma, in stream]
bisim'_intro [constructor, in stream]
C
ccimproves [library]classic [library]
CombineOp [library]
CombineOpproof [library]
comp [library]
Coqlib [library]
create_map_ext [lemma, in map]
create_map_lookup_elim [lemma, in map]
create_map_lookup_intro [lemma, in map]
create_map_dom [lemma, in map]
create_map [definition, in map]
CSE [library]
CSEproof [library]
D
discard [definition, in stream]disjoint [definition, in map]
disjoint_embedded_same_domains [lemma, in map]
disjoint_embedded_cons [constructor, in map]
disjoint_embedded_nil [constructor, in map]
disjoint_embedded [inductive, in map]
disjoint_same_dom [lemma, in map]
disjoint_sym [lemma, in map]
disjoint_empty [lemma, in map]
disj_merge_disj [lemma, in map]
disj_merge_sym [lemma, in map]
disj_sym [lemma, in map]
dom [definition, in map]
dom_in_dom [lemma, in map]
dom_merge [lemma, in map]
E
Econsinf' [constructor, in stream]empty_map [definition, in map]
EqSt_bisim [lemma, in stream]
Errors [library]
Events [library]
exists_minimal [lemma, in classic]
extensionality [lemma, in Axioms]
F
Fix [definition, in Wfsimpl]FIX [section, in Wfsimpl]
Fixm [definition, in Wfsimpl]
FIXM [section, in Wfsimpl]
FIXM.A [variable, in Wfsimpl]
FIXM.B [variable, in Wfsimpl]
FIXM.F [variable, in Wfsimpl]
FIXM.measure [variable, in Wfsimpl]
FIX.A [variable, in Wfsimpl]
FIX.B [variable, in Wfsimpl]
FIX.F [variable, in Wfsimpl]
FIX.R [variable, in Wfsimpl]
FIX.Rwf [variable, in Wfsimpl]
fmapinf_func_of_stream_bisim [lemma, in stream]
fmapinf_func_of_stream [lemma, in stream]
func_of_stream_mapinf_of_func [lemma, in stream]
func_of_stream_of_func [lemma, in stream]
func_eq_bisim [lemma, in stream]
G
Globalenvs [library]H
Heaps [library]I
indom_merge_replace [lemma, in map]indom_eq [lemma, in map]
indom_disj_notindom [lemma, in map]
indom_merge [lemma, in map]
indom_merge_indom_2 [lemma, in map]
indom_merge_indom_1 [lemma, in map]
instance [library]
Integers [library]
Intv [library]
in_dom_dom [lemma, in map]
in_dom_ext [lemma, in map]
in_dom_dec [lemma, in map]
in_dom_descr [lemma, in map]
in_dom [definition, in map]
Iteration [library]
K
Kildall [library]L
Lattice [library]link [library]
lookup [definition, in map]
lookup_disj_merge [lemma, in map]
lookup_disj_merge_lookup_2 [lemma, in map]
lookup_merge_lookup_2 [lemma, in map]
lookup_merge_lookup_1 [lemma, in map]
lookup_strong_none_not_in_dom [lemma, in map]
lookup_in_dom [lemma, in map]
lookup_func [lemma, in map]
lookup_strong [definition, in map]
M
Map [definition, in map]Map [section, in map]
map [library]
mapinf [definition, in stream]
Mapinf [section, in stream]
mapinf_stream_of_func [lemma, in stream]
mapinf_appinf [lemma, in stream]
mapinf_cons [lemma, in stream]
Mapinf.A [variable, in stream]
Mapinf.B [variable, in stream]
Mapinf.f [variable, in stream]
Maps [library]
Map.A [variable, in map]
Map.B1 [variable, in map]
Map.B2 [variable, in map]
Map.Map_values.B [variable, in map]
Map.Map_values [section, in map]
Memdata [library]
Memory [library]
Memtype [library]
merge [definition, in map]
mergelookup [lemma, in map]
mergelookup_2 [lemma, in map]
mergelookup_1 [lemma, in map]
mergelookup' [lemma, in map]
merge_embedded [definition, in map]
merge_disj_disj_2 [lemma, in map]
merge_disj_disj_1 [lemma, in map]
merge_assoc_R [lemma, in map]
merge_assoc_L [lemma, in map]
merge_indom [lemma, in map]
merge_empty [lemma, in map]
modusponens [lemma, in Coqlib]
N
not_in_dom_lookup_strong_none [lemma, in map]n_f_app [lemma, in stream]
n_f [definition, in stream]
O
Op [library]Ordered [library]
or_bapp [lemma, in map]
P
peq [definition, in Coqlib]peq_false [lemma, in Coqlib]
peq_true [lemma, in Coqlib]
Ple [definition, in Coqlib]
Ple_succ [lemma, in Coqlib]
Ple_trans [lemma, in Coqlib]
Ple_refl [lemma, in Coqlib]
plt [definition, in Coqlib]
Plt [definition, in Coqlib]
Plt_wf [lemma, in Coqlib]
Plt_strict [lemma, in Coqlib]
Plt_Ple_trans [lemma, in Coqlib]
Plt_Ple [lemma, in Coqlib]
Plt_succ_inv [lemma, in Coqlib]
Plt_trans_succ [lemma, in Coqlib]
Plt_succ [lemma, in Coqlib]
Plt_trans [lemma, in Coqlib]
Plt_ne [lemma, in Coqlib]
pop_discard [lemma, in stream]
positive_Peano_ind [lemma, in Coqlib]
positive_rec_succ [lemma, in Coqlib]
positive_rec_base [lemma, in Coqlib]
positive_rec [definition, in Coqlib]
POSITIVE_ITERATION.iter [variable, in Coqlib]
POSITIVE_ITERATION.f [variable, in Coqlib]
POSITIVE_ITERATION.v1 [variable, in Coqlib]
POSITIVE_ITERATION.A [variable, in Coqlib]
POSITIVE_ITERATION [section, in Coqlib]
Ppred_Plt [lemma, in Coqlib]
proc [library]
proc_comp_stuck [library]
proof_irr [lemma, in Axioms]
prop_ext [axiom, in Axioms]
Psucc_Zsucc [lemma, in Coqlib]
R
refinement [library]Registers [library]
resolution [library]
RTL [library]
S
same_domains_embedded_cons [constructor, in map]same_domains_embedded_nil [constructor, in map]
same_domains_embedded [inductive, in map]
SelectOpSrc [library]
smallstep [library]
Smallstep [library]
smallstep_exists_beh [library]
smallstep_guided [library]
split_traceinf' [definition, in stream]
Stream [section, in stream]
stream [library]
stream_of_func_appinf [lemma, in stream]
stream_of_func_unfold' [lemma, in stream]
stream_of_func_of_stream [lemma, in stream]
stream_of_func [definition, in stream]
Stream.ELEM [variable, in stream]
subseteq [definition, in map]
T
tac [library]traceinf_traceinf'_app [lemma, in stream]
traceinf_of_traceinf' [definition, in stream]
traceinf' [inductive, in stream]
two_p_strict_2 [lemma, in Coqlib]
two_p_strict [lemma, in Coqlib]
two_p_monotone_strict [lemma, in Coqlib]
two_p_monotone [lemma, in Coqlib]
two_power_nat_two_p [lemma, in Coqlib]
two_power_nat_pos [lemma, in Coqlib]
two_power_nat_O [lemma, in Coqlib]
U
unify [library]unroll_positive_rec [lemma, in Coqlib]
unroll_Fixm [lemma, in Wfsimpl]
unroll_Fix [lemma, in Wfsimpl]
unroll_traceinf' [lemma, in stream]
V
Values [library]W
Wfsimpl [library]Z
zeq [definition, in Coqlib]zeq_false [lemma, in Coqlib]
zeq_true [lemma, in Coqlib]
zle [definition, in Coqlib]
zle_false [lemma, in Coqlib]
zle_true [lemma, in Coqlib]
zlt [definition, in Coqlib]
zlt_false [lemma, in Coqlib]
zlt_true [lemma, in Coqlib]
Zmin_spec [lemma, in Coqlib]
_
_euse [lemma, in tac]_use [lemma, in tac]
Variable Index
F
FIXM.A [in Wfsimpl]FIXM.B [in Wfsimpl]
FIXM.F [in Wfsimpl]
FIXM.measure [in Wfsimpl]
FIX.A [in Wfsimpl]
FIX.B [in Wfsimpl]
FIX.F [in Wfsimpl]
FIX.R [in Wfsimpl]
FIX.Rwf [in Wfsimpl]
M
Mapinf.A [in stream]Mapinf.B [in stream]
Mapinf.f [in stream]
Map.A [in map]
Map.B1 [in map]
Map.B2 [in map]
Map.Map_values.B [in map]
P
POSITIVE_ITERATION.iter [in Coqlib]POSITIVE_ITERATION.f [in Coqlib]
POSITIVE_ITERATION.v1 [in Coqlib]
POSITIVE_ITERATION.A [in Coqlib]
S
Stream.ELEM [in stream]Library Index
A
ASTAxioms
B
BehaviorsC
ccimprovesclassic
CombineOp
CombineOpproof
comp
Coqlib
CSE
CSEproof
E
ErrorsEvents
G
GlobalenvsH
HeapsI
instanceIntegers
Intv
Iteration
K
KildallL
Latticelink
M
mapMaps
Memdata
Memory
Memtype
O
OpOrdered
P
procproc_comp_stuck
R
refinementRegisters
resolution
RTL
S
SelectOpSrcsmallstep
Smallstep
smallstep_exists_beh
smallstep_guided
stream
T
tacU
unifyV
ValuesW
WfsimplLemma Index
A
appinf_le_bisim [in stream]appinf_bisim [in stream]
appinf_app [in stream]
B
bapp_or [in map]bisim_trans [in stream]
bisim_sym [in stream]
bisim_refl [in stream]
bisim_func_eq [in stream]
bisim_bisim' [in stream]
bisim_EqSt [in stream]
bisim_appinf_strong [in stream]
bisim_appinf [in stream]
bisim'_bisim [in stream]
bisim'_inv [in stream]
C
create_map_ext [in map]create_map_lookup_elim [in map]
create_map_lookup_intro [in map]
create_map_dom [in map]
D
disjoint_embedded_same_domains [in map]disjoint_same_dom [in map]
disjoint_sym [in map]
disjoint_empty [in map]
disj_merge_disj [in map]
disj_merge_sym [in map]
disj_sym [in map]
dom_in_dom [in map]
dom_merge [in map]
E
EqSt_bisim [in stream]exists_minimal [in classic]
extensionality [in Axioms]
F
fmapinf_func_of_stream_bisim [in stream]fmapinf_func_of_stream [in stream]
func_of_stream_mapinf_of_func [in stream]
func_of_stream_of_func [in stream]
func_eq_bisim [in stream]
I
indom_merge_replace [in map]indom_eq [in map]
indom_disj_notindom [in map]
indom_merge [in map]
indom_merge_indom_2 [in map]
indom_merge_indom_1 [in map]
in_dom_dom [in map]
in_dom_ext [in map]
in_dom_dec [in map]
in_dom_descr [in map]
L
lookup_disj_merge [in map]lookup_disj_merge_lookup_2 [in map]
lookup_merge_lookup_2 [in map]
lookup_merge_lookup_1 [in map]
lookup_strong_none_not_in_dom [in map]
lookup_in_dom [in map]
lookup_func [in map]
M
mapinf_stream_of_func [in stream]mapinf_appinf [in stream]
mapinf_cons [in stream]
mergelookup [in map]
mergelookup_2 [in map]
mergelookup_1 [in map]
mergelookup' [in map]
merge_disj_disj_2 [in map]
merge_disj_disj_1 [in map]
merge_assoc_R [in map]
merge_assoc_L [in map]
merge_indom [in map]
merge_empty [in map]
modusponens [in Coqlib]
N
not_in_dom_lookup_strong_none [in map]n_f_app [in stream]
O
or_bapp [in map]P
peq_false [in Coqlib]peq_true [in Coqlib]
Ple_succ [in Coqlib]
Ple_trans [in Coqlib]
Ple_refl [in Coqlib]
Plt_wf [in Coqlib]
Plt_strict [in Coqlib]
Plt_Ple_trans [in Coqlib]
Plt_Ple [in Coqlib]
Plt_succ_inv [in Coqlib]
Plt_trans_succ [in Coqlib]
Plt_succ [in Coqlib]
Plt_trans [in Coqlib]
Plt_ne [in Coqlib]
pop_discard [in stream]
positive_Peano_ind [in Coqlib]
positive_rec_succ [in Coqlib]
positive_rec_base [in Coqlib]
Ppred_Plt [in Coqlib]
proof_irr [in Axioms]
Psucc_Zsucc [in Coqlib]
S
stream_of_func_appinf [in stream]stream_of_func_unfold' [in stream]
stream_of_func_of_stream [in stream]
T
traceinf_traceinf'_app [in stream]two_p_strict_2 [in Coqlib]
two_p_strict [in Coqlib]
two_p_monotone_strict [in Coqlib]
two_p_monotone [in Coqlib]
two_power_nat_two_p [in Coqlib]
two_power_nat_pos [in Coqlib]
two_power_nat_O [in Coqlib]
U
unroll_positive_rec [in Coqlib]unroll_Fixm [in Wfsimpl]
unroll_Fix [in Wfsimpl]
unroll_traceinf' [in stream]
Z
zeq_false [in Coqlib]zeq_true [in Coqlib]
zle_false [in Coqlib]
zle_true [in Coqlib]
zlt_false [in Coqlib]
zlt_true [in Coqlib]
Zmin_spec [in Coqlib]
_
_euse [in tac]_use [in tac]
Constructor Index
B
bisim_intro [in stream]bisim'_intro [in stream]
D
disjoint_embedded_cons [in map]disjoint_embedded_nil [in map]
E
Econsinf' [in stream]S
same_domains_embedded_cons [in map]same_domains_embedded_nil [in map]
Axiom Index
P
prop_ext [in Axioms]Inductive Index
B
bisim [in stream]bisim' [in stream]
D
disjoint_embedded [in map]S
same_domains_embedded [in map]T
traceinf' [in stream]Section Index
F
FIX [in Wfsimpl]FIXM [in Wfsimpl]
M
Map [in map]Mapinf [in stream]
Map.Map_values [in map]
P
POSITIVE_ITERATION [in Coqlib]S
Stream [in stream]Definition Index
A
appinf [in stream]B
bapp [in map]C
create_map [in map]D
discard [in stream]disjoint [in map]
dom [in map]
E
empty_map [in map]F
Fix [in Wfsimpl]Fixm [in Wfsimpl]
I
in_dom [in map]L
lookup [in map]lookup_strong [in map]
M
Map [in map]mapinf [in stream]
merge [in map]
merge_embedded [in map]
N
n_f [in stream]P
peq [in Coqlib]Ple [in Coqlib]
plt [in Coqlib]
Plt [in Coqlib]
positive_rec [in Coqlib]
S
split_traceinf' [in stream]stream_of_func [in stream]
subseteq [in map]
T
traceinf_of_traceinf' [in stream]Z
zeq [in Coqlib]zle [in Coqlib]
zlt [in Coqlib]
Global Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (229 entries) |
Variable Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (21 entries) |
Library Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (45 entries) |
Lemma Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (114 entries) |
Constructor Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (7 entries) |
Axiom Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (1 entry) |
Inductive Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (5 entries) |
Section Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (7 entries) |
Definition Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (29 entries) |
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