
Parameter: λ14 Identified
Algebraic Equations:
σ11σ232λ14-σ14σ232+σ122σ33λ14-σ11σ22σ33λ14+σ14σ22σ33-σ12σ24σ33+σ12σ23σ34
Single Door Criterion:
{1} ⊥ {4} | {2,3}
Parameter: λ24 Identified
Algebraic Equations:
σ11σ232λ24+σ122σ33λ24-σ12σ14σ33-σ11σ22σ33λ24+σ11σ24σ33-σ11σ23σ34
Single Door Criterion:
{2} ⊥ {4} | {1,3}
Parameter: λ34 Identified
Algebraic Equations:
σ12σ14σ23+σ11σ232λ34-σ11σ23σ24+σ122σ33λ34-σ11σ22σ33λ34-σ122σ34+σ11σ22σ34
Single Door Criterion:
{3} ⊥ {4} | {1,2}
Parameter: ω11 Identified
Algebraic Equations:
-σ11+ω11
Parameter: ω12 Identified
Algebraic Equations:
-σ12+ω12
Parameter: ω22 Identified
Algebraic Equations:
-σ22+ω22
Parameter: ω23 Identified
Algebraic Equations:
-σ23+ω23
Parameter: ω33 Identified
Algebraic Equations:
-σ33+ω33
Parameter: ω44 Identified
Algebraic Equations:
σ142σ232-σ142σ22σ33+2σ12σ14σ24σ33-σ11σ242σ33-2σ12σ14σ23σ34+2σ11σ23σ24σ34+σ122σ342-σ11σ22σ342-σ11σ232σ44-σ122σ33σ44+σ11σ22σ33σ44+σ11σ232ω44+σ122σ33ω44-σ11σ22σ33ω44
Constraint Set:
σ13
All constraints are determinantal
Trek-separation:
{1} ⊥ {3} | ({},{})
Algebraic Equations:
σ11σ232λ14-σ14σ232+σ122σ33λ14-σ11σ22σ33λ14+σ14σ22σ33-σ12σ24σ33+σ12σ23σ34
Single Door Criterion:
{1} ⊥ {4} | {2,3}
Parameter: λ24 Identified
Algebraic Equations:
σ11σ232λ24+σ122σ33λ24-σ12σ14σ33-σ11σ22σ33λ24+σ11σ24σ33-σ11σ23σ34
Single Door Criterion:
{2} ⊥ {4} | {1,3}
Parameter: λ34 Identified
Algebraic Equations:
σ12σ14σ23+σ11σ232λ34-σ11σ23σ24+σ122σ33λ34-σ11σ22σ33λ34-σ122σ34+σ11σ22σ34
Single Door Criterion:
{3} ⊥ {4} | {1,2}
Parameter: ω11 Identified
Algebraic Equations:
-σ11+ω11
Parameter: ω12 Identified
Algebraic Equations:
-σ12+ω12
Parameter: ω22 Identified
Algebraic Equations:
-σ22+ω22
Parameter: ω23 Identified
Algebraic Equations:
-σ23+ω23
Parameter: ω33 Identified
Algebraic Equations:
-σ33+ω33
Parameter: ω44 Identified
Algebraic Equations:
σ142σ232-σ142σ22σ33+2σ12σ14σ24σ33-σ11σ242σ33-2σ12σ14σ23σ34+2σ11σ23σ24σ34+σ122σ342-σ11σ22σ342-σ11σ232σ44-σ122σ33σ44+σ11σ22σ33σ44+σ11σ232ω44+σ122σ33ω44-σ11σ22σ33ω44
Vanishing Ideal
Constraint Set:
σ13
All constraints are determinantal
Trek-separation:
{1} ⊥ {3} | ({},{})