Structures · Algebra
SetLike.GradedMonoid
A version of GradedMonoid.GMonoid for internally graded objects.
- Defined in
- Mathlib.Algebra.GradedMonoid
- Shape
- One type argument
Extends2
Extended by2
Concrete types that are instances2
- Nat
- ZMod
How is a type an instance?
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Assumed by78
- SetLike.pow_mem_graded
- SetLike.prod_pow_mem_graded
- DirectSum.coe_mul_apply_eq_dfinsuppSum
- SetLike.homogeneousSubmonoid
- DirectSum.coe_mul_apply
- DirectSum.coe_mul_of_apply_aux
- DirectSum.coe_of_mul_apply_aux
- listProd_apply_eq_zero
- DirectSum.coe_mul_of_apply_of_not_le
- listProd_apply_eq_zero'
- mul_apply_eq_zero
- DirectSum.coe_of_mul_apply_of_not_le
- DirectSum.coe_mul_of_apply_of_le
- DirectSum.coe_of_mul_apply_of_le
- SetLike.list_prod_map_mem_graded
- DirectSum.coeAlgHom
- SetLike.coe_list_dProd
- DirectSum.coe_mul_of_apply
- DirectSum.coe_of_mul_apply
- GradedRingHom.gradedZeroRingHom
- DirectSum.coeRingHom
- DirectSum.coe_mul_of_apply_add
- DirectSum.coe_of_mul_apply_add
- IsRingFiltration.mk_int
- DirectSum.coe_mul_of_apply_of_mem_zero
- SetLike.prod_mem_graded
- SetLike.GradeZero.submonoid
- DirectSum.coe_of_mul_apply_of_mem_zero
- DirectSum.coeRingHom_of
- SetLike.GradedMonoid.toGradedOne
- SetLike.gCommMonoid
- SetLike.GradeZero.coe_mul
- Submodule.iSup_eq_toSubmodule_range
- SetLike.gmulAction
- SetLike.gMonoid
- SetLike.GradeZero.instSemiring
- SetLike.GradeZero.coe_ofNat
- SetLike.GradeZero.instMonoid
- SetLike.GradeZero.coe_one
- DirectSum.coeAlgHom_of
- SetLike.GradeZero.instRing
- SetLike.coe_gnpow
- SetLike.GradeZero.instAlgebraSubtypeMemOfNat
- finsetProd_apply_eq_zero'
- SetLike.GradeZero.coe_natCast
- GradedRingHom.gradedZeroRingHom_apply_coe
- SetLike.gmodule
- SetLike.GradeZero.subsemiring
- SetLike.GradeZero.instCommSemiring
- SetLike.gcommRing