module
module
IndisputableMonolith.Geometry.SchlaefliTetrahedronProof
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view Lean formalization →
used by (3)
depends on (3)
declarations in this module (45)
-
def
volume3ClosedDerivSq -
theorem
hasDerivAt_volume3ClosedDerivSq -
def
dihedralClosedDerivSq -
def
dihedralClosedDerivSqPoly -
theorem
dihedralClosedDerivSq_eq_poly -
theorem
hasDerivAt_sqEdgeCoordinate_from_edgeLength -
def
volume3ClosedDerivLength -
theorem
hasDerivAt_volume3ClosedDerivLength -
def
dihedralClosedDerivLength -
theorem
hasDerivAt_dihedralClosedDerivLength -
def
TetraSchlaefliClosedEquationSq -
def
TetraSchlaefliClosedEquation -
theorem
TetraSchlaefliClosedEquation_of_sq -
def
SchlaefliTetrahedronClosedFormTarget -
def
TetraSchlaefliSixEdgeClosedFormTarget -
def
TetraSchlaefliSixEdgePolynomialTarget -
def
schlaefliPolySummandNorm -
def
schlaefliPolySummandNum -
def
schlaefliPolySummandDen -
theorem
schlaefliPolySummandNorm_eq_num_div_den -
def
schlaefliCommonDenom -
def
schlaefliCommonNumerator -
theorem
schlaefliPolySummandDen_ne_zero -
theorem
schlaefliCommonDenom_ne_zero -
def
SchlaefliCommonNumeratorTarget -
def
SchlaefliPolySummandNormSumTarget -
theorem
sum_fin6_real -
theorem
schlaefliPolySummandNorm_sum_eq_zero -
def
SchlaefliSummandBridgeTarget -
theorem
schlaefli_summand_bridge_edge0 -
theorem
schlaefli_summand_bridge_edge1 -
theorem
schlaefli_summand_bridge_edge2 -
theorem
schlaefli_summand_bridge_edge3 -
theorem
schlaefli_summand_bridge_edge4 -
theorem
schlaefli_summand_bridge_edge5 -
theorem
schlaefliSummandBridge -
theorem
tetraSchlaefliSixEdgePolynomial -
theorem
sixEdgeClosedForm_of_polynomial -
theorem
schlaefliClosedForm_of_sixEdgeSq -
theorem
schlaefliTetrahedronTheorem_of_sixEdgeSq -
def
tetraSchlaefliDerivativeData_closedForm -
theorem
schlaefliTetrahedronTheorem_of_closedForm -
theorem
tetraSchlaefliSixEdgeClosedForm -
theorem
schlaefliTetrahedronClosedForm -
theorem
schlaefliTetrahedronTheorem