Documentation Verification Report

Synonym

📁 Source: Mathlib/Algebra/Order/Module/Synonym.lean

Statistics

MetricCount
DefinitionsinstModule, instModule', instModule, instModule'
4
Theorems0
Total4

Lex

Definitions

NameCategoryTheorems
instModule 📖CompOp
instModule' 📖CompOp
41 mathmath: HahnEmbedding.Seed.baseEmbedding_pos, HahnEmbedding.IsPartial.baseEmbedding_le, HahnEmbedding.Partial.orderTop_eq_archimedeanClassMk, HahnEmbedding.Partial.baseEmbedding_le_sSupFun, HahnEmbedding.Partial.archimedeanClassMk_eq_iff, HahnEmbedding.Partial.truncLT_mem_range_extendFun, HahnEmbedding.Seed.baseEmbedding_strictMono, HahnEmbedding.Partial.toOrderAddMonoidHom_apply, symm_toLexLinearEquiv, HahnEmbedding.Partial.orderTop_eq_iff, HahnEmbedding.Partial.lt_extend, HahnEmbedding.Partial.coeff_eq_of_mem, HahnEmbedding.Partial.extendFun_strictMono, HahnEmbedding.IsPartial.strictMono, HahnEmbedding.Partial.exists_sub_mem_ball, HahnEmbedding.IsPartial.truncLT_mem_range, coe_toLexLinearEquiv, HahnEmbedding.Partial.truncLT_mem_range_sSupFun, HahnEmbedding.Partial.le_sSupFun, HahnEmbedding.Seed.coeff_baseEmbedding, HahnEmbedding.Partial.coeff_eq_zero_of_mem, HahnEmbedding.Partial.orderTop_eq_finiteArchimedeanClassMk, hahnEmbedding_isOrderedModule_rat, HahnEmbedding.Seed.truncLT_mem_range_baseEmbedding, HahnEmbedding.Partial.mem_domain, HahnEmbedding.Seed.mem_domain_baseEmbedding, HahnEmbedding.Partial.eval_lt, HahnEmbedding.Partial.archimedeanClassMk_le_of_eval_eq, HahnEmbedding.Partial.baseEmbedding_le_extendFun, HahnEmbedding.Partial.eval_eq_truncLT, HahnEmbedding.Partial.evalCoeff_eq, HahnEmbedding.Partial.sSupFun_strictMono, HahnEmbedding.Partial.exists_domain_eq_top, HahnEmbedding.Partial.truncLT_eval_mem_range_extendFun, HahnEmbedding.Partial.exists_isMax, HahnEmbedding.Partial.apply_of_mem_stratum, HahnEmbedding.Seed.domain_baseEmbedding, coe_ofLexLinearEquiv, hahnEmbedding_isOrderedModule, symm_ofLexLinearEquiv, HahnEmbedding.Partial.toOrderAddMonoidHom_injective

OrderDual

Definitions

NameCategoryTheorems
instModule 📖CompOp
instModule' 📖CompOp

---

← Back to Index