I have a polynomial
such that
for i = 1, 2,..., N distinct nodes. How would I show that this possesses a unique solution and find a way of constructing it?
I have a polynomial
such that
for i = 1, 2,..., N distinct nodes. How would I show that this possesses a unique solution and find a way of constructing it?
Construct the interpolation polynomial for the derivative values, integrate, adjust value at $x_0$ by the integration constant.