DualNumber
π Source: Mathlib/Algebra/DualNumber.lean
Statistics
| Metric | Count |
|---|---|
| 4 | |
TheoremsalgHom_ext, algHom_ext', algHom_ext'_iff, algHom_ext_iff, coe_lift_symm_apply, commute_eps_left, commute_eps_right, eps_mul_eps, fst_eps, inr_eq_smul_eps, inv_eps, lift_apply_apply, lift_apply_eps, lift_apply_inl, lift_comp_inlHom, lift_inlAlgHom_eps, lift_op_smul, lift_smul, range_inlAlgHom_sup_adjoin_eps, range_lift, snd_eps, snd_mul | 22 |
| Total | 26 |
DualNumber
Definitions
| Name | Category | Theorems |
|---|---|---|
eps π | CompOp | 23 mathmath:CliffordAlgebraDualNumber.equiv_symm_eps, lift_apply_eps, inv_eps, fst_eq_zero_iff_eps_dvd, maximalIdeal_eq_span_singleton_eps, lift_inlAlgHom_eps, isNilpotent_iff_eps_dvd, isMaximal_span_singleton_eps, exp_eps, coe_lift_symm_apply, range_inlAlgHom_sup_adjoin_eps, fst_eps, commute_eps_left, algHom_ext_iff, snd_eps, CliffordAlgebraDualNumber.equiv_ΞΉ, commute_eps_right, exp_smul_eps, algHom_ext'_iff, ideal_trichotomy, inr_eq_smul_eps, eps_mul_eps, isNilpotent_eps |
instRepr π | CompOp | β |
termΞ΅ π | CompOp | β |
Β«term_[Ξ΅]Β» π | CompOp | β |
Theorems
---