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For observation k in period t + 1 using period t technology, the time superscripts on the left-hand side of the constraints in Equation 26 are t + 1 and vice versa: in period t using period t + 1 technology, the time superscripts on the right-hand side of the constraints are t.
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Besides, the reduction of reliability reduces the right side of the constraint (9) (see appendix A).
If a center is open, the right side of the constraint can take amount.
The right-hand side of the constraint is the total rate achieved over the duration of a GOP.
As you can see in (23), the right-hand side of the constraint part is not the constant c in previous section but variables depending mostly on n g and τ.
A positive shadow price of the constraint indicates that the objective function will increase with a unit increase in the right-hand side of the constraint, while negative shadow price indicates that the objective will decrease.
The shadow price of the constraint in Eq. (13) is positive which indicates that the objective will increase with a unit increase in the right-hand side of the constraint (i.e., (D_{il})).
Proof of fulfillment of Slater's condition is provided in Figure 3. -axis corresponds to right-hand side of the constraint C1, and -axis shows the difference between respective LHS and RHS values of the same.
The distance (time) traveled to any subset can be increased by a small amount (ε>0) to make the right-hand side of the constraint Tmax+ε at an added cost of opportunity loss of being late to work (school).
This is because if NW wkt = 0, then no operations in that cell with worker type w can be performed and the left side of the constraint is equal to zero.
Hence, reduction of the reliability reduces the right side of the constraint (9). Figure 16 is presented for more illustration of the relationship between MTBF and coefficient ( frac{text{MTBF}}{{{text{MTTR}} + {text{MTBF}}}} ) of the constraint (9) in the constant value of MTTR.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com