module
module
IndisputableMonolith.Gravity.SevenGaps.ExactShellGaugeUV
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used by (1)
depends on (2)
declarations in this module (75)
-
def
complexity -
theorem
relabel_nV_eq -
theorem
relabel_nE_eq -
theorem
relabel_nT_eq -
theorem
complexity_congr -
structure
ExactComplex -
structure
ExactRelabel -
def
refl -
def
symm -
def
trans -
theorem
trans_vEquiv -
theorem
trans_eEquiv -
theorem
trans_tEquiv -
theorem
symm_vEquiv -
theorem
symm_eEquiv -
theorem
symm_tEquiv -
def
toEquivTriple -
theorem
toEquivTriple_injective -
theorem
ext -
def
GlobalEquivalent -
def
exactSetoid -
def
exactCodeEquiv -
instance
instFintypeExactComplex -
theorem
exactComplex_card_eq -
theorem
exactComplex_card_le -
abbrev
ShellSig -
abbrev
sigV -
abbrev
sigE -
abbrev
sigT -
theorem
shellSig_card_le -
abbrev
ExactPathClass -
instance
instFiniteExactQuotient -
instance
instFintypeExactPathClass -
def
exactComplexity -
theorem
shell_index_unique -
def
toExact -
theorem
toExact_relax -
theorem
toExact_complexity -
theorem
exactPathClass_card_le -
def
isolatedVertices -
def
isolatedSig -
def
isolatedClass -
instance
instNonemptyExactPathClass -
theorem
exactPathClass_unbounded_support -
abbrev
ExactAut -
instance
instFiniteExactAut -
theorem
exactAutCard_pos -
def
exactMu -
theorem
exactMu_pos -
theorem
exactMu_le_one -
theorem
exactMu_congr -
def
classMuOn -
def
classMu -
theorem
classMu_pos -
theorem
classMu_le_one -
def
liftedPhase -
def
zRSUVShell -
theorem
norm_zRSUVShell_le -
theorem
norm_zRSUVShell_le_entropy -
theorem
log_le_linear -
theorem
exists_gaussian_domination -
theorem
pow_eq_exp_log -
theorem
summable_zRSUVShell -
def
Z_RS_uv -
theorem
zRSUVCutoff_tendsto -
def
zeroPhase -
def
shellMass -
theorem
shellMass_pos -
theorem
zRSUVShell_zeroPhase_eq -
theorem
zRSUVShell_zeroPhase_re_pos -
theorem
Z_RS_uv_zeroPhase_re_pos -
def
HasZRSRegulatorRemoval -
structure
ExactShellGaugeUVStatus -
def
exactShellGaugeUVStatus -
theorem
exactShellGaugeUVStatus_grounded