module
module
IndisputableMonolith.Geometry.ReggeActionSmoothness
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used by (1)
depends on (3)
declarations in this module (30)
-
def
GlobalZeroDeficitAtFlat -
structure
LocalAnalyticFlatChart -
structure
ReggeActionContDiffFromLocalChart -
structure
FlatConfiguration -
def
flatConfiguration_of_localChart_zeroDeficit -
theorem
local_dihedralDenom3Poly_pos -
theorem
local_dihedralDenom3Poly_ne_zero -
theorem
local_dihedralDenom3_ne_zero -
theorem
dihedralDenom3_continuousAt -
theorem
dihedralCos3Sq_continuousAt_of_den_ne_zero -
theorem
local_dihedralCos3Sq_continuousAt -
theorem
conformalLocalSqEdge_contDiff -
theorem
conformalLocalSqEdge_contDiffAt_zero -
theorem
conformalTetSqEdges_contDiff -
theorem
conformalTetSqEdges_zero -
theorem
dihedralCos3Sq_conformal_continuousAt_zero -
theorem
cmCofactor3_conformal_contDiff -
theorem
cmCofactor3_conformal_contDiffAt_zero -
theorem
dihedralDenom3_conformal_contDiffAt_zero -
theorem
dihedralCos3Sq_conformal_contDiffAt_zero -
theorem
tetDihedralAngleUnderConformal_contDiffAt_zero -
theorem
localDeficitAngleContribution_contDiffAt_zero -
theorem
deficitAngle_contDiffAt_zero -
theorem
hingeMeasureUnderConformal_contDiff -
theorem
hingeMeasureUnderConformal_contDiffAt_zero -
theorem
reggeAction_contDiffAt_zero_of_endpoint_free -
theorem
reggeAction_contDiffAt_zero_of_localChart -
def
reggeActionContDiffFromLocalChart_of_localChart -
theorem
reggeAction_contDiff_at_zero -
theorem
deficitAngle_zero_of_flat