| Name | Category | Theorems |
domCoprod π | CompOp | β |
elimPureTensor π | CompOp | 7 mathmath: IndexNotation.OverColor.lift.ΞΌ_tmul_tprod, elimPureTensor_update_right, IndexNotation.OverColor.lift.ΞΌ_tmul_tprod_mk, elimPureTensor_update_left, tmulEquiv_tmul_tprod, IndexNotation.OverColor.lift.ΞΌModEquiv_tmul_tprod, IndexNotation.OverColor.lift.obj_ΞΌ_tprod_tmul
|
elimPureTensorMulLin π | CompOp | β |
instAddCommMonoidElim_physLean π | CompOp | 5 mathmath: IndexNotation.OverColor.lift.ΞΌ_tmul_tprod, IndexNotation.OverColor.lift.ΞΌ_tmul_tprod_mk, tmulEquiv_tmul_tprod, IndexNotation.OverColor.lift.ΞΌModEquiv_tmul_tprod, IndexNotation.OverColor.lift.obj_ΞΌ_tprod_tmul
|
instModuleElim_physLean π | CompOp | 5 mathmath: IndexNotation.OverColor.lift.ΞΌ_tmul_tprod, IndexNotation.OverColor.lift.ΞΌ_tmul_tprod_mk, tmulEquiv_tmul_tprod, IndexNotation.OverColor.lift.ΞΌModEquiv_tmul_tprod, IndexNotation.OverColor.lift.obj_ΞΌ_tprod_tmul
|
pureInl π | CompOp | 2 mathmath: pureInl_update_right, pureInl_update_left
|
pureInr π | CompOp | 2 mathmath: pureInr_update_right, pureInr_update_left
|
tmul π | CompOp | β |
tmulEquiv π | CompOp | 1 mathmath: tmulEquiv_tmul_tprod
|
tmulSymm π | CompOp | β |