Hi k_c,
These EoRs are not adding up to zero and I think I know why. Clearly, you are using an 'optimal strategy' for each of the
removed cards and even for the mean. For the calculation of EoRs, it is necessary to use a 'fixed strategy' that can be
either CD or TD and apply that strategy to each of the calculated EoRs including the mean. In that way, they will add up to zero.
Therefore, if we apply the same strategy you calculated previously to each of the removals including the mean,
the following EoRs can be derived:
Code:
1) 6D,S17,DOA,NDAS,SPA1,SPL1,NS
EoR [A] = -0.1064591156
EoR [2] = 0.0565686956
EoR [3] = 0.0764859973
EoR [4] = 0.1010893701
EoR [5] = 0.1306842940
EoR [6] = 0.0539411353
EoR [7] = -0.0011815396
EoR [8] = -0.0268070877
EoR [9] = -0.0261811532
EoR [T] = -0.0645351491
Mean = -2.4783263122
SS = 0.0686553706
CHS = 0.0000000000
2) 1D,S17,DOA,NDAS,SPA1,SPL1,NS
EoR [A] = -0.6657028874
EoR [2] = 0.3252436383
EoR [3] = 0.4442687610
EoR [4] = 0.5904081218
EoR [5] = 0.7709422304
EoR [6] = 0.3594745906
EoR [7] = -0.0034053944
EoR [8] = -0.1327485370
EoR [9] = -0.1432482903
EoR [T] = -0.3863080582
Mean = -2.1777174105
SS = 2.4535636517
CHS = 0.0000000000
As you can see, the sum is zero. It is important to note that a simulator (such as CVDATA, for example) should obtain the same results.
Sincerely,
Cac
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