Involve fminbnd in optimoptions

I want to minimize a function f: which has a single variable θ. I want to minimize the function so I want to use the command "fminbnd". Although I want to see the iteration display through "optimoptions". If I write a chunk of code like this
fun = @(theta) optimum_theta(alpha,snr_db(isnrdb),t_min,t_max,m,theta);
options = optimoptions('fminbnd','Display','iter'); % show iterations
[x fval exitflag output] = fminbnd(fun,lower_bound,upper_bound,options);
Here the chunk of code I am not getting how to proceed

 Respuesta aceptada

John D'Errico
John D'Errico el 30 de Oct. de 2021
Editada: John D'Errico el 30 de Oct. de 2021
Note that fminbnd is not provided as part of the optimization toolbox. As well, fminbnd has been around a long time. So optimoptions does not support fminbnd. (I suppose there are good arguments as to why it should. But it apparently does not.)
Use optimset instead.
fun = @(x) (x-pi).^2; % not very creative
opts = optimset('fminbnd');
opts.Display = 'iter';
[x fval exitflag output] = fminbnd(fun,0,10,opts)
Func-count x f(x) Procedure 1 3.81966 0.459775 initial 2 6.18034 9.23398 golden 3 2.36068 0.609825 golden 4 3.14159 0 parabolic 5 3.14163 1.11423e-09 parabolic 6 3.14156 1.11423e-09 parabolic Optimization terminated: the current x satisfies the termination criteria using OPTIONS.TolX of 1.000000e-04
x = 3.1416
fval = 0
exitflag = 1
output = struct with fields:
iterations: 5 funcCount: 6 algorithm: 'golden section search, parabolic interpolation' message: 'Optimization terminated:↵ the current x satisfies the termination criteria using OPTIONS.TolX of 1.000000e-04 ↵'
Note: you would have learned that quickly had you read the docs for fminbnd, where you would see that it uses optimset.

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el 30 de Oct. de 2021

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el 31 de Oct. de 2021

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