fitting data to an integral function

Hello, I have a set of data and the function, I must fit with, contains an integral part (my problem):

my function is:

quad(@(u) u./(u.^4 + (x*t)^2), 0, 1000);

I use:

func = inline ('quad(@(u) u./(u.^4 + (x*t)^2), 0, 1000)','p', 'x');

and later I use:

[p,r,j] = nlinfit(x,y,func,p);

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"func" should be a function dependant on "t" and "x". "t" is the parameter I want to fit. "x" is a vector with known values.

in my program, "func" is not a vector, and for fitting I need a vector(t). How is it possible that matlab calculated "func" as a vector (for all "w" values) and makes a "func" vector? Then I can fit "t" parameter!

I don't know my idea is right or not! Maybe you have a better idea. Thanks a lot.

Answer 1

[Jorge Gonzalez]

hi i have the same problem, Could you solve it?