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Elements L and C can be made arbitrarily small while retaining the same value of k.
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We carried out additional simulations assuming that the 2 tests are conditionally dependent, while retaining the same values for sensitivity and specificity as given above in the simulations involving the conditional independence model.
For the purpose of establishing whether repeatedly performed measurements conducted in the same conditions would also retain the same value over time, four measurements were carried out, consisting in the verification of results of establishing the effective radius of the stylus tip over the course of ten consecutive working days.
However, for I F 1/F 3, the standard deviation almost retain the same value if γ<0.8.
When we decrease 10 20% on the parameter (b,) then (prod^), (R^), (S^) and (T^) decrease, (t_{2}^) increases, and (t_{1}^) retains the same value; when we increase 10 20% on the parameter (b,) then the system gives infeasible solution.
When we decrease 10 20% on the parameter (a,) then (R^), (t_{2}^) and (T^) decrease, and (S^ and (prod^) increase, and (t_{1}^) retains the same value; when we increase 10 20% on the parameter (a,) then the system gives infeasible solution.
When we decrease 10 20% on the parameter (A,) then (prod^)and (t_{2}^) decrease, and (R^), (S^) and (T^) increase, and (t_{1}^) retains the same value; when we increase 10 20% on the parameter (A,) then the system gives infeasible solution.
All other elements retained the same values as their FPGA counterparts.
From the above table, we can derive the following conclusions: When we decrease 20% on the holding cost of rented warehouse, (c_{text{hr}},) the system gives infeasible solution; when we increase 10 20% on the holding costs of rented warehouse (c_{text{hr}},) then (R^) and (T^) increase, and (prod^) decreases, and the rest parameters (S^), (t_{1}^) and (t_{2}^) retain the same values.
This down weighting can be done by increasing the variance of the posterior distribution but retaining the same mean value.
Moore recognized this, saying, "The part of a valuable whole retains exactly the same value when it is, as when it is not, a part of that whole" (Principia Ethica 81).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com