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Structures · Algebra

NonUnitalNonAssocSemiring

A not-necessarily-unital, not-necessarily-associative semiring. See CommutatorRing and the documentation thereof in case you need a NonUnitalNonAssocSemiring instance on a Lie ring or a Lie algebra.

Defined in
Mathlib.Algebra.Ring.Defs
Shape
One type argument · adds left_distrib, right_distrib, zero_mul, mul_zero

Extends3

Extended by4

Concrete types that are instances33

  • Nat
  • SeparationQuotient
  • Filter.Germ
  • CStarMatrix
  • TensorProduct
  • WithConv
  • Matrix
  • HahnSeries
  • LocallyConstant
  • QuadraticAlgebra
  • MeasureTheory.SimpleFunc
  • MonoidAlgebra
  • AddMonoidAlgebra
  • DirectLimit
  • Finsupp
  • DirectSum
  • SkewMonoidAlgebra
  • PiTensorProduct
  • ZeroAtInftyContinuousMap
  • SetSemiring
  • RingCon.Quotient
  • CompactlySupportedContinuousMap
  • IncidenceAlgebra
  • Subtype
  • Prod
  • OrderDual
  • ULift
  • MulOpposite
  • Lex
  • AddOpposite
  • ContinuousMap
  • Shrink
  • WithTop

How is a type an instance?

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Assumed by1,442

Ancestors27