Value-at-Risk Theory and Practice
The first advanced book on value-at-risk
Chapter 2, Page 67 Exercise 4
Consider three points (x[k], y[k]) = (1,2), (4,2), (5,3). Interpolate a quadratic polynomial of the form
[2.50]
Solution
Let
f1(x) = 1
f2(x) = x
f3(x) = x2
Then
and
[s2]
We seek
[s3]
such that
[2.48]
This is obtained as
[s4]
Our interpolated polynomial is
[s5]
website: http://www.contingencyanalysis.com value-at-risk direct link: http://www.value-at-risk.net copyright © Contingency Analysis, 2003