def
definition
def or abbrev
partialDeriv_v2
show as:
view Lean formalization →
formal statement (Lean)
34noncomputable def partialDeriv_v2 (f : (Fin 4 → ℝ) → ℝ) (μ : Fin 4)
35 (x : Fin 4 → ℝ) : ℝ :=
proof body
Definition body.
36 deriv (fun t => f (coordRay x μ t)) 0
37
38/-- The derivative of a constant function is zero. -/
used by (34)
-
HamiltonianDensity -
partialDeriv_v2 -
StressEnergyTensor -
deriv_add_lin -
differentiableAt_coordRay_partialDeriv_v2_radialInv -
laplacian_smul -
partialDeriv_v2_const -
partialDeriv_v2_mul -
partialDeriv_v2_radialInv -
partialDeriv_v2_smul -
partialDeriv_v2_spatialNormSq -
partialDeriv_v2_spatialRadius -
partialDeriv_v2_x_sq -
secondDeriv -
secondDeriv_radialInv -
secondDeriv_smul -
secondDeriv_smul_local -
C2DischargeCert -
differentiableAt_coordRay_partialDeriv_v2_radialInv_proved -
partialDeriv_v2_radialInv_proved -
partialDeriv_v2_spatialRadius_proved -
secondDeriv_radialInv_proved -
cov_deriv_1_2 -
christoffel -
eta_deriv_zero -
minkowski_riemann_zero -
riemann_tensor -
connection_uniqueness_lowered -
cov_deriv_metric -
FundamentalTheoremUniqueness