def
definition
def or abbrev
Phi
show as:
view Lean formalization →
formal statement (Lean)
31private def Phi (H : ℝ → ℝ) (t : ℝ) : ℝ := ∫ s in (0 : ℝ)..t, H s
proof body
Definition body.
32
used by (40)
-
dAlembert_contDiff_nat -
deriv_phi_eq -
exists_integral_ne_zero -
phi_contDiff_succ -
phi_differentiable -
phi_hasDerivAt -
phi_zero -
representation_formula -
dAlembert_contDiff_nat -
deriv_phi_eq -
exists_integral_ne_zero -
Phi -
phi_contDiff_succ -
phi_differentiable -
phi_hasDerivAt -
phi_zero -
representation_formula -
economicPhases -
reparamDiagonal -
is_self_similar -
ClosedUnderIteration -
diagonal_continuous_on_range -
iterate_continuous_on_range -
IteratedClosureOnRange -
C_proj_value -
defect_bound_constant_value -
curvature_equals_d2h -
lattice_ricci_flat -
ricci_negative_for_mass -
r_ref_exact_gt_r