eljose
Mar19-05, 07:30 AM
Let be the tegral equation:
f(s)+g(s)=\int_a^bG(x,s)f(x)dx
then my question is if we know what f(s) and g(s) are like ,could we construct the Kernel?....
Another question,let be the Volterra equation:
g(s)=\int_s^{\infty}K(x,s)f(x)dx could we transform it into a differential equationż..thanks.
f(s)+g(s)=\int_a^bG(x,s)f(x)dx
then my question is if we know what f(s) and g(s) are like ,could we construct the Kernel?....
Another question,let be the Volterra equation:
g(s)=\int_s^{\infty}K(x,s)f(x)dx could we transform it into a differential equationż..thanks.