Hi
I have a function of two parameters alpha and beta, I found the MLEs for these two parameters. I have then to create a function of beta only which I need to solve
then use the result to find alpha. I used bisection method to solve for beta. My problem is that the answer doesn't seem to be alright it always choose the upper limit i.e. every time I change the boundary
I get different solution ( if the interval (a=0.75, b=1.5) then the answer is 1.499999 and if (a=0.75, b=1) then the answer is 0.99999 and so on. The MLE for the same problem using the same data set has been computed to be 0.9900573, and the true value=1 ). I can't plot the function using the lineplot because I have an old version of SAS, but I picked the (a,b) interval to be around the MLE which is known as I said from previous code. I highly appreciate any advice or suggestions.
my code is attached below
thank you
In your program, the target is 8. The function you are trying to find the root of is Func(B) = W(B) - target. This function does not have a root on the interval. Plot it and you will see that Func(B) < 0 for all B > 0.
Func(B) does have a root near -2.5.
Maybe Func is implemented incorrectly, or you have specified the target incorrectly.
In your program, the target is 8. The function you are trying to find the root of is Func(B) = W(B) - target. This function does not have a root on the interval. Plot it and you will see that Func(B) < 0 for all B > 0.
Func(B) does have a root near -2.5.
Maybe Func is implemented incorrectly, or you have specified the target incorrectly.
Thank you so much Rick
you were absolutely correct the target was incorrectly specified.
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