module
module
IndisputableMonolith.Gravity.Analysis.ReggeTTAlgebraicCloser
show as:
view Lean formalization →
used by (1)
depends on (2)
declarations in this module (26)
-
theorem
slotMidTwice_eq_core -
theorem
bucketKeyOf_eq -
theorem
rawCosineSupport_eq_rawMomentSupport -
theorem
rawTripleWeight_eq -
theorem
rawBucketAmplitude_eq -
theorem
rawPhaseQuadratic_eq -
theorem
continuumMoment_eq_bridgeMoment -
def
adjugateQuadraticForm -
theorem
adjugate00 -
theorem
adjugate01 -
theorem
adjugate02 -
theorem
adjugate10 -
theorem
adjugate11 -
theorem
adjugate12 -
theorem
adjugate20 -
theorem
adjugate21 -
theorem
adjugate22 -
theorem
adjugateQuadraticForm_explicit -
theorem
committedSpikeLHS_spikeInput_expand -
theorem
committedSpikeLHS_eq_half_adjugate -
theorem
bridgeMoment_eq_half_adjugate -
theorem
continuumMoment_eq_half_adjugate -
theorem
adjugateQuadraticForm_tt -
theorem
reggeTTMoment_tt_real -
theorem
reggeTTMoment_tt_value -
theorem
canonicalFiniteH_div_momentumNormSq_tendsto_isotropy