lemma
proved
term proof
half
show as:
view Lean formalization →
formal statement (Lean)
111lemma half (φ : ℝ) : PhiClosed φ (1 / (2 : ℝ)) := by
proof body
Term-mode proof.
112 have htwo : PhiClosed φ ((2 : ℚ) : ℝ) := of_rat φ 2
113 simpa using inv htwo
114
115end PhiClosed
116
117/-- Universal φ-closed targets RS claims are forced to take. -/
used by (40)
-
pleasure_symmetric -
cross_cousin_count -
kinshipGraphCohomologyCert -
styleGap -
AgreesAtHalfRung -
planetaryFormationCert -
two_rung_gap_eq_phi_squared -
cesium_low_en -
IsStokesMildTraj -
half_period_dim_eq -
reduced_configs_2 -
balance_from_conservation -
config_space_complete -
chirality_product_equals_gap_minus_one -
peak_exceeds_single_gap -
peak_fits_double_gap -
tenfold_times_D -
per_turn_at_kappa_one -
fundamentalFrequency -
laws_polynomial_implies_continuous -
jcost_unit_curvature -
fermions_eq_D_times_V -
fermion_rotation_phase_neg_one -
mwcSize_eq -
S_radiation_le_S_BH -
p_steepness_pos -
mass_lt_implies_temp_gt -
C_competing_gt_C_kernel -
C_kernel_band -
C_kernel_pos