| Name | Category | Theorems |
instAddMonoidWithOne 📖 | CompOp | 11 mathmath: natCast_apply, two_nsmul_lie_lmul_lmul_add_add_eq_zero, CentroidHom.toEnd_smul, smul_apply, isCentralScalar, two_nsmul_lie_lmul_lmul_add_eq_lie_lmul_lmul_add, natCast_def, CentroidHom.toEnd_natCast, smulCommClass, isScalarTower, coe_smul
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instRing 📖 | CompOp | 8 mathmath: CentroidHom.toEnd_sub, WithLp.idemSnd_compl, two_nsmul_lie_lmul_lmul_add_add_eq_zero, WithLp.idemFst_compl, addMonoidEndRingEquivInt_apply, two_nsmul_lie_lmul_lmul_add_eq_lie_lmul_lmul_add, WithLp.idemFst_add_idemSnd, addMonoidEndRingEquivInt_symm_apply
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instSemiring 📖 | CompOp | 7 mathmath: AddMonoidAlgebra.divOfHom_apply_apply, CentroidHom.centroid_eq_centralizer_mulLeftRight, CentroidHom.toEnd_add, CentroidHom.toEnd_zero, CentroidHom.toEndRingHom_apply, NonUnitalNonAssocSemiring.mem_center_iff, Module.toAddMonoidEnd_apply_apply
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