Question
The basic 2 x 2 tables for exposure and disease is: Exposed Not exposed total Case 693 307 Control 320 680 total N OR =
The basic 2 x 2 tables for exposure and disease is:
Exposed | Not exposed | total | |
Case | 693 | 307 | |
Control | 320 | 680 | |
total | N |
OR =
Serum porcelain.
Joke. Please laugh politely. Since there is no real variable that performs the way this one does, we have made it up.Suspend disbelief, and answer the questions as if this were a real variable. We have divided the group into those with a high serum porcelain and those with a low serum porcelain. The following table gives the proportion of persons in the main table who have a high serum porcelain (table 6)
Proportion with high serum porcelain | |||
Exposed | Not exposed | total | |
Case | 0.71 | 0.51 | |
Control | 0.31 | 0.74 | |
total |
For example, this means that 31% of exposed controls had a high serum porcelain...etc.
From these two tables, construct the tables for potential confounding, calculated the stratum-specific ORs, the ORmh and answer the questions.
High serum porcelain | Low serum porcelain | |||||||
Exposed | Not exposed | total | Exposed | Not exposed | total | |||
Case | Case | |||||||
Control | Control | |||||||
total | total |
OR1 = OR0 =
ORmh =
1. Is confounding present? If so, is it NEGATIVE or POSTIVE?
2. Is effect modification present?
General Rules:
Does OR1= OR0? If yes, there is no effect modification
If no, effect modification is present
Does ORmh = OR? If yes, there is no confounding.
Is ORmh < OR? If yes, there is POSITIVE confounding (OR is falsely elevated).
Is ORmh > OR? If yes, there is NEGATIVE confounding (OR is falsely lowered).
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