module
module
IndisputableMonolith.Gravity.SevenGaps.DiscreteLichnerowicz
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used by (2)
declarations in this module (50)
-
def
discLap -
def
fourierMode -
theorem
fourierMode_periodic -
lemma
fourierMode_step -
lemma
fourierMode_step_down -
lemma
exp_add_exp_neg_mul_I -
theorem
discLap_fourierMode_apply -
theorem
discLap_fourierMode -
def
discreteEigenvalue -
theorem
discreteEigenvalue_tendsto -
theorem
discrete_eigenvalue_tendsto_raw -
abbrev
Site3 -
abbrev
LatticeTensorField -
def
unitVec -
lemma
fst_add_e0 -
lemma
fst_sub_e0 -
lemma
fst_add_e1 -
lemma
fst_sub_e1 -
lemma
fst_add_e2 -
lemma
fst_sub_e2 -
def
discDiv -
def
discLap3 -
def
planeH -
lemma
planeH_apply -
theorem
planeH_periodic_axis -
theorem
planeH_shift_yz -
theorem
planeH_transverse -
theorem
discLap3_planeH -
def
epsPlus -
def
epsCross -
theorem
epsPlus_isSymm -
theorem
epsCross_isSymm -
theorem
epsPlus_traceless -
theorem
epsCross_traceless -
theorem
epsPlus_row0 -
theorem
epsCross_row0 -
theorem
epsPlus_col0 -
theorem
epsCross_col0 -
theorem
polarizations_linearIndependent -
def
continuumProfile -
def
continuumPlaneH -
theorem
continuumProfile_hasDerivAt -
theorem
continuumProfile_second_deriv -
def
lichnerowiczFlatEigenvalue -
theorem
discrete_tt_spectrum_converges_to_flat_lichnerowicz -
structure
OperatorConvergenceStatus -
def
status -
theorem
status_flat_tt_convergence_proved -
theorem
status_curved_background_open -
theorem
status_qnm_spectrum_open