- delta : ℂ
- delta_pos : 0 < QuantumSetDeltaForm.delta A
- mul_comp_comul_eq : LinearMap.mul' ℂ A ∘ₗ Coalgebra.comul = QuantumSetDeltaForm.delta A • 1
Instances
theorem
QuantumSetDeltaForm.delta_pos
{A : Type u_1}
:
∀ {inst : starAlgebra A} {inst_1 : QuantumSet A} [self : QuantumSetDeltaForm A], 0 < QuantumSetDeltaForm.delta A
theorem
QuantumSetDeltaForm.mul_comp_comul_eq
{A : Type u_1}
:
∀ {inst : starAlgebra A} {inst_1 : QuantumSet A} [self : QuantumSetDeltaForm A],
LinearMap.mul' ℂ A ∘ₗ Coalgebra.comul = QuantumSetDeltaForm.delta A • 1
noncomputable instance
QuantumSet.DeltaForm.mul_comp_comul_isInvertible
{A : Type u_1}
[starAlgebra A]
[QuantumSet A]
[hA2 : QuantumSetDeltaForm A]
:
Invertible (LinearMap.mul' ℂ A ∘ₗ Coalgebra.comul)
Equations
- QuantumSet.DeltaForm.mul_comp_comul_isInvertible = ⋯.invertible