Substitution
π Source: Mathlib/RingTheory/MvPowerSeries/Substitution.lean
Statistics
MvPowerSeries
Definitions
| Name | Category | Theorems |
|---|---|---|
HasSubst π | CompData | |
hasSubstIdeal π | CompOp | β |
rescale π | CompOp | |
rescaleAlgHom π | CompOp | |
rescaleMonoidHom π | CompOp | β |
subst π | CompOp | 27 mathmath:subst_pow, subst_eq_evalβ, constantCoeff_subst, subst_add, map_algebraMap_eq_subst_X, coe_substAlgHom, subst_comp_subst_apply, subst_monomial, map_subst, evalβ_subst, le_order_subst, subst_comp_subst, coeff_subst, subst_mul, continuous_subst, le_weightedOrder_subst, comp_subst_apply, expand_subst, constantCoeff_subst_eq_zero, subst_X, rescale_eq_subst, comp_subst, subst_smul, le_weightedOrder_subst_of_forall_ne_zero, subst_self, subst_coe, substAlgHom_apply |
substAlgHom π | CompOp |
Theorems
MvPowerSeries.HasSubst
Theorems
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