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Oct 13, 2017 6:50 AM
(1428 views)

I am doing a proportional hazards model and trying to do a bootstrap for the risk ratios. I can't provide my data, but since I keep getting the same error in both my data and a simple JMP example for the sample data library, I am attaching that example here. I run the proportional hazards model, focusing on the risk ratios for two groups (which I set up at random) - a test group and a control group. I click on the risk ratio estimates and attempt a bootstrap analysis - but I keep getting the error that it failed to converge. I understand generally what the bootstrap sample is doing and that nonconvergence is a possibility, but since I get this error every time - and with any data I try it with - I suspect I am doing something wrong. Please let me know if you can see a reason why my bootstrap keeps failing. Thank you.

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Oct 13, 2017 12:24 PM
(2562 views)

Hello, I'm not sure why it's failing to converge. Have you tried using the Fractional Weights option when you do the Bootstrap? That can help in situations where there aren't a lot of observations in particular cells. In this case, that would be cells in the Censor * group 2-by-2 contingency table.

Michael

Michael

Michael Crotty

Sr Statistical Writer

JMP Development

Sr Statistical Writer

JMP Development

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Oct 13, 2017 9:03 AM
(1418 views)

SORRY! The file I attached was faulty - I created a random grouping (control/test group) that happened to contain no censored data so the hazard model was nonsense. Attached is a revised one that works. I still get the error that it could not converge, so I still have my original question about what I am doing wrong. But the attached file at least has sensible data.

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Oct 13, 2017 12:24 PM
(2563 views)

Michael

Michael Crotty

Sr Statistical Writer

JMP Development

Sr Statistical Writer

JMP Development

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Oct 13, 2017 1:17 PM
(1404 views)

The fractional weights works, at least on the sample data set I provided. I don't completely understand the reason - the data I am really using is a much larger dataset so your explanation about sparse cells seems unlikely to me (though it applies to the small sample data set I provided). I'll try it on my other data now, but for the time being your solution works!