Dear Stata-community,
I am applying Cox survival analysis to a large dataset on new ventures and private investors. I have two dummy variables representing the celebrity status of the startup and the investor. When multiplying them in the regression, the direct effects are very high and significant (hazard ratios way above 1). However, the interaction effect is negative (below 1) and also significant.
I know would like to calculate (or see) if the interaction effect just reduces the strong positive effect of the direct effects or if it actually turns the direct effects negative.
For linear and probit regressions, I am aware of the marginsplot command, however, this one is not usable for Cox analysis. Also the mcp command does not really help me with that - first of all because I have dummy variables and second, because it does not show appropriately the confidence intervals.
Thus, I would be very grateful if you could help me with a formula or whatever command to reveal the true effect of the interaction.
Here are the results:

Thank you a lot!
Best,
Rike
I am applying Cox survival analysis to a large dataset on new ventures and private investors. I have two dummy variables representing the celebrity status of the startup and the investor. When multiplying them in the regression, the direct effects are very high and significant (hazard ratios way above 1). However, the interaction effect is negative (below 1) and also significant.
I know would like to calculate (or see) if the interaction effect just reduces the strong positive effect of the direct effects or if it actually turns the direct effects negative.
For linear and probit regressions, I am aware of the marginsplot command, however, this one is not usable for Cox analysis. Also the mcp command does not really help me with that - first of all because I have dummy variables and second, because it does not show appropriately the confidence intervals.
Thus, I would be very grateful if you could help me with a formula or whatever command to reveal the true effect of the interaction.
Here are the results:
Thank you a lot!
Best,
Rike
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