module
module
IndisputableMonolith.Gravity.Analysis.Regge4DTransportedAlgebraicCloser
show as:
view Lean formalization →
used by (3)
depends on (8)
-
IndisputableMonolith.Gravity.Analysis.EdgeTTDecomposition4D -
IndisputableMonolith.Gravity.Analysis.Regge4DContinuumPreflight -
IndisputableMonolith.Gravity.Analysis.ReggeBlochFold4D -
IndisputableMonolith.Gravity.Analysis.ReggeBlochM2Symbol4D -
IndisputableMonolith.Gravity.Analysis.ReggeBlochM2Tendsto4D -
IndisputableMonolith.Gravity.Analysis.ReggeBlochTransportedAllOrbit4D -
IndisputableMonolith.Gravity.Analysis.ReggeEdgeStencil4D -
IndisputableMonolith.Gravity.Analysis.ReggeHinge4DOrbitClassification
declarations in this module (31)
-
abbrev
Mat4 -
theorem
finiteTransportedSymbol_eq_blochFoldAllDistinctHinge -
theorem
finiteTransportedSymbol_eq_blochFoldAll -
theorem
continuumSymbolIs_unique_limit -
theorem
finiteTransportedSymbol_eq_orbit_sum -
def
finiteTransportedT11Symbol -
theorem
finiteTransportedT11Symbol_eq -
theorem
finiteTransportedSymbol_smul -
theorem
finiteTransportedSymbol_zero -
theorem
t11_foldAlong_m2_tendsto_axisTTPlus -
theorem
t11_foldAlong_m2_tendsto_decoyGauge -
theorem
t11_m2Symbol_axisTTPlus -
theorem
t11_m2Symbol_decoyGauge -
def
symbolDirIntMode -
theorem
symbolDir_normSq -
theorem
realMode_symbolDirIntMode -
def
oneOrbitRayNormalizedCoeff -
theorem
oneOrbitRayNormalizedCoeff_axisTTPlus -
theorem
oneOrbit_ray_normalized_ne_eh_coefficient -
theorem
oneOrbit_m2_ne_eh_coefficient -
def
Regge4DTransportedTTIsotropyOpen -
def
Regge4DTransportedGaugeZeroOpen -
def
Regge4DTransportedAreaMatchOpen -
theorem
Regge4DTransportedAreaMatchOpen_holds -
theorem
blochFoldOrbit_t11_eq_blochFold11 -
def
Regge4DTransportedAlgebraicCloserTarget -
theorem
transported_targets_eq_preflight -
structure
Regge4DTransportedAlgebraicCloserStatus -
def
regge4DTransportedAlgebraicCloserStatus -
theorem
regge4DTransportedAlgebraicCloserStatus_flags -
theorem
banked_does_not_inhabit_eh_or_flip_gap