zetafunction
Feb23-10, 05:19 AM
are there numerical mehtods or similar to obtain highly oscillatory solutions ?
i mean, given the solution to a certain differential equation
y(x)= (x^{1/2}+1)sin(10000000000000x)
could it be 'detected' by the numerical method used, for example when you get the solution you would see a highly oscillating part , due to the frequency being very very high.
i mean, given the solution to a certain differential equation
y(x)= (x^{1/2}+1)sin(10000000000000x)
could it be 'detected' by the numerical method used, for example when you get the solution you would see a highly oscillating part , due to the frequency being very very high.