lemma
proved
term proof
neg
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formal statement (Lean)
82lemma neg (hx : PhiClosed φ x) : PhiClosed φ (-x) :=
proof body
Term-mode proof.
83 (phiSubfield φ).neg_mem hx
84
used by (40)
-
sub_eq_add -
J_at_phi -
PhiInt -
PhiInt -
canonicalPhiRingObj -
PhiRingHom -
PhiRingObj -
duhamelRemainderOfGalerkin_integratingFactor -
tendsto_duhamelKernelIntegral_of_dominated_convergence -
encodeClause -
clauseUnit -
clauseUnit_correct -
known_lit_false'' -
valueOfLit -
evalLit -
Lit -
mentionsVarLit -
deriv_alphaInv_of_gap -
logarithmic_derivative_constant -
dAlembert_to_ODE_general -
ode_cos_uniqueness -
dAlembert_to_ODE_general -
ode_cos_uniqueness -
dAlembert_to_ODE_general_theorem -
dAlembert_to_ODE_theorem -
dAlembert_to_ODE_theorem -
Jcost_log_second_deriv_normalized -
neg -
ode_cos_unit_uniqueness -
toComplex_neg