Mathlib Map

Structures · Data types

AddGroupWithOne

An AddGroupWithOne is an AddGroup with a 1. It also contains data for the unique homomorphisms ℕ → R and ℤ → R.

Defined in
Mathlib.Data.Int.Cast.Defs
Shape
One type argument · adds sub_eq_add_neg, zsmul_zero', zsmul_succ', zsmul_neg', neg_add_cancel, intCast_ofNat, intCast_negSucc

Extends3

Extended by2

Concrete types that are instances19

  • Complex
  • Filter.Germ
  • CStarMatrix
  • Matrix
  • TrivSqZeroExt
  • DirectLimit
  • Zsqrtd
  • SkewMonoidAlgebra
  • CauSeq
  • LucasLehmer.X
  • CommRingCat.Colimits.ColimitType
  • Poly
  • RingCat.Colimits.ColimitType
  • Prod
  • OrderDual
  • ULift
  • MulOpposite
  • Lex
  • Shrink

How is a type an instance?

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Assumed by131

Ancestors37