2-D integral of function with >2 params (but only 2 variables)

Is there a slick method for me to do a 2-D integral (ie, using quad2d) for a function with more than 2 varaibles, but specifying actual values for the other variables in the function?

To be more specific, say I have a function:

f(x, y, z, t)

I want to integrate f in 2-D over x and y using an Adaptive Simpson's Method (ie, quad2d), for certain fixed values of z and t.

How would I go about performing this operation in MatLab?

Answer 1

[Walter Roberson]

fixedZ = 9.2;
fixedT = 118;
integral( @(x, y) f(x, y, fixedZ, fixedT), ....)

[Sam Butler]

Excellent; didn't realize you could use variable names in those definitions, very glad to see you can! Works like a charm!