| Name | Category | Theorems |
equiv_mapSubmodule 📖 | CompOp | — |
instAddCommGroup 📖 | CompOp | — |
instAddCommMonoid 📖 | CompOp | 22 mathmath: of_symm_smul, Module.AEval'.X_smul_of, instIsScalarTowerOrigPolynomial, C_smul, Module.AEval'.of_symm_X_smul, instFiniteOrig, isTorsion_of_aeval_eq_zero, Module.AEval'.X_pow_smul_of, isTorsion_of_finiteDimensional, X_pow_smul_of, of_symm_X_smul, mem_mapSubmodule_symm_apply, X_smul_of, Polynomial.span_minpoly_eq_annihilator, Derivation.compAEval_eq, of_aeval_smul, annihilator_top_eq_ker_aeval, instFinitePolynomial, Derivation.compAEval_apply, mem_mapSubmodule_apply, annihilator_eq_ker_aeval, Module.instFinitePolynomialAEval'
|
instModuleOrig 📖 | CompOp | 15 mathmath: of_symm_smul, Module.AEval'.X_smul_of, instIsScalarTowerOrigPolynomial, C_smul, Module.AEval'.of_symm_X_smul, instFiniteOrig, Module.AEval'.X_pow_smul_of, X_pow_smul_of, of_symm_X_smul, mem_mapSubmodule_symm_apply, X_smul_of, Derivation.compAEval_eq, of_aeval_smul, Derivation.compAEval_apply, mem_mapSubmodule_apply
|
instModulePolynomial 📖 | CompOp | 21 mathmath: of_symm_smul, Module.AEval'.X_smul_of, instIsScalarTowerOrigPolynomial, C_smul, Module.AEval'.of_symm_X_smul, isTorsion_of_aeval_eq_zero, Module.AEval'.X_pow_smul_of, isTorsion_of_finiteDimensional, X_pow_smul_of, of_symm_X_smul, mem_mapSubmodule_symm_apply, X_smul_of, Polynomial.span_minpoly_eq_annihilator, Derivation.compAEval_eq, of_aeval_smul, annihilator_top_eq_ker_aeval, instFinitePolynomial, Derivation.compAEval_apply, mem_mapSubmodule_apply, annihilator_eq_ker_aeval, Module.instFinitePolynomialAEval'
|
mapSubmodule 📖 | CompOp | 2 mathmath: mem_mapSubmodule_symm_apply, mem_mapSubmodule_apply
|
of 📖 | CompOp | 9 mathmath: of_symm_smul, X_pow_smul_of, of_symm_X_smul, mem_mapSubmodule_symm_apply, X_smul_of, Derivation.compAEval_eq, of_aeval_smul, Derivation.compAEval_apply, mem_mapSubmodule_apply
|
restrict_equiv_mapSubmodule 📖 | CompOp | — |