def
definition
def or abbrev
inv
show as:
view Lean formalization →
formal statement (Lean)
44@[simp] def inv (r : Ribbon) : Ribbon := { r with dir := ! r.dir, bit := - r.bit }
proof body
Definition body.
45
46/-- Cancellation predicate for adjacent syllables (tick consistency abstracted). -/
used by (18)
-
toComplex_inv -
rm2Closed_of_coerciveL2Bound -
zetaReciprocal_differentiableAt -
zetaReciprocal_meromorphicAt -
compAutomorphism_inv_left_eq_id -
compAutomorphism_inv_left_toFun -
compAutomorphism_inv_right_eq_id -
compAutomorphism_inv_right_toFun -
gaugeEquivalent_symm -
RecognitionAutomorphism -
symmetry_status -
half -
inv -
inv_pow_self -
inv_self -
partialDeriv_v2_radialInv -
partialDeriv_v2_radialInv_proved -
lnal_manifest_json