theorem
proved
term proof
mul_one
show as:
view Lean formalization →
formal statement (Lean)
190theorem mul_one (n : LogicNat) : n * succ zero = n := by
proof body
Term-mode proof.
191 show n * succ zero = n
192 rw [mul_succ, mul_zero, zero_add]
193
used by (40)
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J_eq_iff_eq_or_inv -
shiftedCompose_val -
windowSums_shift_equivariant -
PhiInt -
PhiInt -
canonicalPhiRingObj -
PhiRingObj -
covalent_barrier_higher -
hbond_barrier_scale -
lj_minimum_approx -
p_neq_np_conditional -
kappa_einstein_eq -
display_speed_eq_c_of_nonzero -
ell0_div_tau0_eq_c -
planck_gate_identity -
etaB_small -
massive_suppression -
massless_correction -
dAlembert_classification -
dAlembert_to_ODE_general -
representation_formula -
dAlembert_contDiff_top -
dAlembert_to_ODE_general -
representation_formula -
dAlembert_to_ODE_general_theorem -
dAlembert_to_ODE_theorem -
deriv_neg_self_zero -
deriv_pos_self_zero -
dAlembert_to_ODE_theorem -
defect_le_ortho_of_Knet_one_Cproj_one