Module
π Source: Mathlib/Tactic/Module.lean
Statistics
| Metric | Count |
|---|---|
DefinitionsNF, algebraMap, cons, eval, instNeg, instSMulOfMul, Β«term_::α΅£_Β», algebraMapThms, matchScalars, matchScalarsAux, parse, postprocess, qNF, add, matchRings, mkAddProof, mkSubProof, onScalar, sub, toNF, reduceCoefficientwise, tacticMatch_scalars, tacticModule | 23 |
Theoremsadd_eq_eval, add_eq_evalβ, add_eq_evalβ, add_eq_evalβ, atom_eq_eval, eq_cons_cons, eq_cons_const, eq_const_cons, eq_of_eval_eq_eval, eval_algebraMap, eval_cons, eval_neg, eval_smul, neg_eq_eval, smul_apply, smul_eq_eval, sub_eq_eval, sub_eq_evalβ, sub_eq_evalβ, sub_eq_evalβ, zero_eq_eval, zero_sub_eq_eval | 22 |
| Total | 45 |
Mathlib.Tactic.Module
Definitions
| Name | Category | Theorems |
|---|---|---|
NF π | CompOp | 6 mathmath:NF.eval_neg, NF.smul_apply, NF.zero_sub_eq_eval, NF.neg_eq_eval, NF.eval_smul, NF.smul_eq_eval |
algebraMapThms π | CompOp | β |
matchScalars π | CompOp | β |
matchScalarsAux π | CompOp | β |
parse π | CompOp | β |
postprocess π | CompOp | β |
qNF π | CompOp | β |
reduceCoefficientwise π | CompOp | β |
tacticMatch_scalars π | CompOp | β |
tacticModule π | CompOp | β |
Mathlib.Tactic.Module.NF
Definitions
| Name | Category | Theorems |
|---|---|---|
algebraMap π | CompOp | |
cons π | CompOp | |
eval π | CompOp | |
instNeg π | CompOp | |
instSMulOfMul π | CompOp | |
Β«term_::α΅£_Β» π | CompOp | β |
Theorems
Mathlib.Tactic.Module.qNF
Definitions
| Name | Category | Theorems |
|---|---|---|
add π | CompOp | β |
matchRings π | CompOp | β |
mkAddProof π | CompOp | β |
mkSubProof π | CompOp | β |
onScalar π | CompOp | β |
sub π | CompOp | β |
toNF π | CompOp | β |
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