i'm talking volterra integral equations of second order:

in case g ugly integral between a , x, a=0 (for both g , integral above). k equal 1.
i found information fredholm equations, not same (fixed intervals, don't have x on integral sign), wonder if maybe can reconduct analysis fredholm equation? , if so, how can solve in matlab?
you have volterra equation of second kind, , in case when kernel takes form k(x-t) can solved operational way(method).
since task not unique, convenient use ready solution: http://www.mathworks.com/matlabcentral/fileexchange/49721-volterra-integral-equations-solver solve equation (if understood correctly problem statement):
isolve(1,10*x,1) ans = 10*exp(x) - 10 will check correctness of solution substituting in source:
10*x + int(y,0,x) ans = 10*exp(x) - 10 solved correctly.
p.s. sorry english.
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