def
definition
def or abbrev
IsSymmetric
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formal statement (Lean)
21def IsSymmetric (T : Tensor 0 2) : Prop :=
proof body
Definition body.
22 ∀ x up low, T x up low = T x up (fun i => if i.val = 0 then low 1 else low 0)
23
24/-- Symmetrisation: T_(μν) = 1/2 (T_μν + T_νμ). -/
used by (10)
-
bilinear_family_forced -
F_symmetric_of_P_symmetric -
IsSymmetric -
P_symmetric_from_F_symmetric -
symmetry_and_normalization_constrain_P -
log_aczel_data_of_laws -
J_is_unique_cost_under_logic -
laws_of_logic_imply_dalembert_hypotheses -
non_contradiction_and_scale_imply_reciprocal -
operative_derived_cost_symmetric