def
definition
def or abbrev
eta
show as:
view Lean formalization →
formal statement (Lean)
19noncomputable def eta : BilinearForm := fun _ _ low =>
proof body
Definition body.
20 if low 0 = low 1 then (if (low 0 : ℕ) = 0 then -1 else 1) else 0
21
used by (21)
-
eta -
EdgePerturbation -
linearizedDeficit -
linear_regge_vanishes -
InverseMetric -
schlafli_identity -
HadronFamily -
directed_edges_eq_double_entry -
gut_above_ew -
heisenberg_eta_in_band -
ising_eta_in_band -
satisfies_scaling -
UniversalityClass -
xy_eta_in_band -
eta_deriv_zero -
inverse_minkowski_apply -
metric_from_rrf -
minkowski_tensor -
rs_eta -
rs_eta_eq_im_eta -
minkowski_preserves_inner