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TomHsiung
Lapis Lazuli | Level 10

Hello, guys

 

AI and textbooks give me two different version of marginal likelihood functions in the estimation for parameters of a fragile survival model. I don't which one is correct. However, I prefer the answer given by Gemini since it is more logical as well as that it uses the Laplace transform. What do you think? Thanks.

 

Please compare them in the screenshots below.

 

A, the marginal likelihood function given by a textbook

Screenshot 2025-09-16 at 8.20.56 PM.png

 

B, the marginal likelihood function given by Gemini

Screenshot 2025-09-18 at 4.56.21 PM.png

1 ACCEPTED SOLUTION

Accepted Solutions
JacobSimonsen
Barite | Level 11

Hi Tom,

 

I prefer the textbook. It is most logical for me.

 

and btw, it is not gemini that came up with the solution gemini shows. Gemini has it from somewhere. You would also not say cite google for a result, even that you found it using google.

 

Best, Jacob

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2 REPLIES 2
JacobSimonsen
Barite | Level 11

Hi Tom,

 

I prefer the textbook. It is most logical for me.

 

and btw, it is not gemini that came up with the solution gemini shows. Gemini has it from somewhere. You would also not say cite google for a result, even that you found it using google.

 

Best, Jacob

TomHsiung
Lapis Lazuli | Level 10
Hi, Jacob

Thank you for your feedback and I agree with you. The likelihood function on the textbook is a good way for parameter estimation. I looked up in the SAS document and found SAS can provide two distributions for U, including gamma distribution and the other which I forget the name. Much appreciated!

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