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声明
first_iso_quotient_assoc_evidence
Mathlib.Algebra.Group.FirstIsomorphism.Image
包
2
模块
63
定理
750
声明
1016
非可信 sidecar
源文本和展示 overlay 属于展示元数据。可信证据是签名证书和 checker 结果。
陈述
forall (G : Sort succ u), forall (oneG : G), forall (mulG : forall (a : G), forall (b : G), G), forall (invG : forall (a : G), G), forall (H : Sort succ v), forall (oneH : H), forall (mulH : forall (a : H), forall (b : H), H), forall (invH : forall (a : H), H), forall (f : forall (x : G), H), forall (group_args : @GroupLawArgs.{succ u} G oneG mulG invG), forall (hom_args : @GroupHomLawArgs.{succ u,succ v} G oneG mulG invG H oneH mulH invH f), @FirstIsoQuotientAssocEvidence.{u,v} G oneG mulG invG H oneH mulH invH f hom_args
证明项
fun G => fun oneG => fun mulG => fun invG => fun H => fun oneH => fun mulH => fun invH => fun f => fun group_args => fun hom_args => @FirstIsoQuotientAssocEvidence.mk.{u,v} G oneG mulG invG H oneH mulH invH f hom_args (@ker_quot_mul_assoc.{u,v} G oneG mulG invG H oneH mulH invH f group_args hom_args)
常量
Mathlib.Algebra.Group.Basic.GroupHomLawArgs
Interface hash: sha256:2991d80d7b6ba372e78a2481565ce13cd1438fdfe94ebda3febafcb8b0123ac2
Mathlib.Algebra.Group.Basic.GroupLawArgs
Interface hash: sha256:2d87332e5e2af4c4567f00f441f3a30fa8780563655728bc695cf467701fd8db
Mathlib.Algebra.Group.FirstIsomorphism.Image.FirstIsoQuotientAssocEvidence
Interface hash: sha256:53acbe9d4a1a6f3e70a93fd277702d0e1f58d0e1f7c5c91f2b04ee8771885485