module
module
IndisputableMonolith.Gravity.Analysis.ReggeEdgeTTAttachment4D
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view Lean formalization →
used by (3)
depends on (1)
declarations in this module (44)
-
def
axisDisp -
def
edgeLoad -
def
axisMidpointPhase -
def
planeWaveAxisEdgePert -
theorem
axisDisp_apply -
theorem
edgeLoad_axis -
theorem
edgeLoad_add -
theorem
edgeLoad_smul -
theorem
edgeLoad_neg -
theorem
edgeLoad_sub -
theorem
planeWaveAxisEdgePert_add -
theorem
planeWaveAxisEdgePert_smul -
theorem
edgeLoad_gaugePart -
theorem
edgeLoad_gaugePart_axis -
def
gaugeVertexField -
def
shiftAxis -
def
discreteLieAxis -
def
latticeDerivSymbol -
theorem
shiftAxis_dot -
theorem
sin_add_sub_sin -
theorem
discreteLieAxis_eq -
theorem
planeWaveAxisEdgePert_gaugePart -
theorem
planeWaveAxisEdgePert_gaugePart_eq_discreteLie -
theorem
edgeLoad_decomposition -
theorem
planeWaveAxisEdgePert_decomposition -
theorem
load_eq_zero_of_isTT -
theorem
gaugeVector_eq_zero_of_isTT -
theorem
gaugePart_zero -
theorem
gaugeCorrected_eq_of_isTT -
theorem
residualTrace_eq_zero_of_isTT -
theorem
ttProject_eq_of_isTT -
def
decoyTT -
def
IsGaugeDiscreteLieOnAxis -
theorem
decoyTT_edgeLoad_axis2 -
theorem
decoyTT_not_gaugeDiscreteLie_axis2 -
theorem
decoyTT_isTT -
def
witnessWave -
def
witnessH -
def
witnessBase -
theorem
witness_isTT -
theorem
witness_momentumSq -
theorem
witness_ttProject_eq -
theorem
witness_edgeLoad_tt_ne_zero -
theorem
witness_tt_edge_ne_zero