The output of a logistic regression gives me the following information:
Association of Predicted Probabilities and Observed Responses | |||
Percent Concordant | 71,3 | Somers' D | 0,457 |
Percent Discordant | 25,6 | Gamma | 0,471 |
Percent Tied | 3,1 | Tau-a | 0,164 |
Pairs | 56483682 | c | 0,728 |
and
Response Profile | |||
OrderedValue | deterioration | TotalFrequency | TotalWeight |
1 | 0 | 13542 | 19214,7 |
2 | 1 | 4171 |
7150,3 |
What is the formula to calculate the percent concordant from the above?
Many many articles on the internet explaining percent concordance.
So is there a way to calculate it using the information above?
@adrfinance wrote:
So is there a way to calculate it using the information above?
It looks like the percent concordant was already calculated as posted in the first post.
So I think you may be missing a detail or two at this question.
Sorry, I don't understand what you are saying. How is it calculated?
Here is some annotated output from PROC LOGISTIC that will help you interpret the table. You may need the output predicted and actual values table to recreate the calculations.
https://stats.idre.ucla.edu/sas/output/proc-logistic/
@adrfinance wrote:
The output of a logistic regression gives me the following information:
Association of Predicted Probabilities and Observed Responses Percent Concordant 71,3 Somers' D 0,457 Percent Discordant 25,6 Gamma 0,471 Percent Tied 3,1 Tau-a 0,164 Pairs 56483682 c 0,728
and
Response Profile OrderedValue deterioration TotalFrequency TotalWeight 1 0 13542 19214,7 2 1 4171 7150,3
What is the formula to calculate the percent concordant from the above?
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